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Recent Publications 1
†Kgb n‡Z cv‡i
cÖvK-cÖv_wgK I cÖv_wgK
mnKvix wk¶K wb‡qvM cÖkœ ?
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 GeviB cÖ_g, wk¶vMZ †hvM¨Zv mœvZK ev mggv‡bi wWMÖx Kiv n‡q‡Q|
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 cÖ_g L‡Ê 2018 †_‡K 2019 mv‡ji cÖv_wgK mnKvix wk¶K wb‡qv‡Mi cÖ‡kœi e¨vL¨vmn mgvavb|
 wØZxq L‡Ê †`‡ki AwfÁ wk¶K-wkw¶Kv‡ì mv‡_ Av‡jvPbv K‡i evQvBK…Z ¸i“Z¡c~Y© cÖ‡kœi mgš^‡q
60 †mU cÖkœ e¨vL¨vmn mgvavb Kiv n‡q‡Q hv Avcbvi cÖ¯‘wZ‡K Av‡iv kvwYZ Ki‡e|
 ¸i“Z¡c~Y© mv¤cÖwZK welqvewj ms‡hvRb|
cÖv_wgK wk¶v Awa`ß‡ii wb‡qvM kvLvi mnKvix cwiPvj‡Ki Z_¨vbyhvqx
 80 b¤^‡ii MCQ cix¶v AbywôZ n‡e| k~b¨ c‡ì †P‡q 2.5 †_‡K 3 ¸Y cÖv_©x †gŠwLK cix¶vi Rb¨
WvKv n‡e| †gŠwLK cix¶vi b¤î 20|
 2021 mv‡ji Ry‡bi g‡a¨B wb‡qvM cÖwµqv †kl n‡e|
 cix¶v AbywôZ n‡e Dc‡RjvwfwËK|
 Gev‡ii wb‡qv‡M 60% bvix †KvUv, 20% cyi“l †KvUv Ges evwK 20% †cvl¨ †KvUv eivÏ ivLv n‡q‡Q|
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আর ো দেখুন
প্রতিতেরন চোক
ু ী সোক
ুু লো দেরি এখোরন তিক ক ুন
প্রতি মোরস কোর ন্ট অ্যোরেয়োসু তেতিএে এখোরন তিক ক ুন
চোক
ু ী প্ররয়োজনীয় সকল তেতিএে বই এখোরন তিক ক ুন
তবতসএস এ প্ররয়োজনীয় তেতিএে বই এখোরন তিক ক ুন
প্রতি সপ্তোরে চোক
ু ী েতিকো িোউনরলোি এখোরন তিক ক ুন
সকল তনরয়োগ ে ীক্ষো প্রশ্ন সমোধোন এখোরন তিক ক ুন
দেরে দস ো তেতিএে কোরলকেন
SSC এ প্ররয়োজনীয় সকল তেতিএে বই এখোরন তিক ক ুন
HSC এ প্ররয়োজনীয় সকল তেতিএে বই এখোরন তিক ক ুন
তবশ্বতবেযোলয় ভতিু সকল তেতিএে বই এখোরন তিক ক ুন
সকল ধ রন সোরজেন িোউনরলোি এখোরন তিক ক ুন

cÖ_g LÊ CONTENT
01. bgybv cÖkœ 01 01
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wØZxq LÊ CONTENT
01. cÖv_wgK we`¨vjq mnKvix wk¶K 11.05.2018 mnKvix wk¶K 451
05. cÖv_wgK wk¶K wb‡qvM 24.05.2019 mnKvix wk¶K (1g ch©vq) 480
06. cÖv_wgK wk¶K wb‡qvM 31.05.2019 mnKvix wk¶K (2q ch©vq) 488
10. cÖv_wgK wk¶K wb‡qvM 28.06.2019 mnKvix wk¶K (4_© ch©vq) 519
BONUS
13. mv¤cÖwZK wKQz Z_¨
GKz‡k c`K 545
†bv‡ej cyi¯‹vi 545
¯^vaxbZv cyi¯‹vi 545
evsjv GKv‡Wgx mvwnZ¨ cyi¯‹vi 546
RvZxq ev‡RU 546
A_©‰bwZK mgx¶v 546
RvZxq Pjw”PÎ cyi¯‹vi 547
K‡ivbv fvBivm cÖ‡kœvËi 547
†kL gywReyi ingvb 552
cÖavbgš¿x †kL nvwmbv 553
w`qv‡Mv gviv‡`vbv 556
gyw³hy× 557
gvwK©b †cÖwm‡W›U wbe©vPb 558
wewea 558
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bgybv cÖkœ 01
01. KvRx bRi“j Bmjv‡gi Rb¥ ¯’vb
a) Kzwgjv b) wÎkvj
c) ea©gvb d) PÆMÖvg ans. C
Solution: KvRx bRi“j Bmjvg 1899 wLª÷v‡ãi 24 †g,
(evsjv 1306 m‡bi 11 ˆR¨ô) cwðge‡½i ea©gvb †Rjvi
Avmvb‡mvj gnKzgvi Pzi“wjqv MÖv‡g Rb¥MÖnY K‡ib|
02. Ôevsjv fvlvi BwZe„ËÕ iPbv K‡i‡Qb
a) myKzgvi †mb b) mybxwZ Kzgvi P‡Ævcva¨vq
c) gynv¤§` knx`yjvn d) `vbxDj nK ans. C
Solution: W. gynv¤§` knx`yjvni M‡elYvg~jK MÖš’t evsjv
fvlvi BwZe„Ë, evsjv mvwn‡Zï K_v, fvlv I mvwnZ¨,
evsjv‡`‡ki AvÂwjK fvlvi Awfavb|
03. wµqvc‡ì g~j Ask‡K wK e‡j?
a) wefw³ b) KviK
c) avZz d) cÖZ¨q ans. C
Solution: wµqvc‡ì g~j Ask‡K avZz e‡j|
04. evsjvwcwWqv cÖKv‡ki D‡`¨v³v-
a) evsjv GKv‡Wgx
b) evsjv‡`k GwkqvwUK †mvmvBwU
c) gyw³hy× hv`yNi
d) w` BDwbfvwm©wU †cÖm wjt ans. B
Solution: evsjv‡`‡ki RvZxq GbmvB‡K¬vwcwWqv cÖ_g
evsjv‡`kx wek¦‡Kvl| GwU wcÖ›U, wmwW-ig dg©¨vU Ges
AbjvB‡b, evsjv I Bs‡iwR Dfq †¶‡ÎB Dcjä|
gy`ªY ms¯‹i‡Y 500 c„ôvi `kwU fwjDg i‡q‡Q| cÖ_g
ms¯‹iY 2003 mv‡ji Rvbyqvwi‡Z ÔGwkqvwUK †mvmvBwU
Ae evsjv‡`kÕ (Asiatic Society of Bangladesh)
Øviv cÖKvwkZ n‡qwQj| cÖwZ `yB eQi Aš—i GwU
Avc‡WU Kivi cwiKíbv wb‡q‡Q|
05. Ô†k‡li KweZvÕ wK RvZxq iPbv?
a) Kve¨MÖš’ b) bvUK
c) Dcb¨vm d) Mí msKjb ans. C
Solution: †k‡li KweZv- iex›`ªbv_ VvKzi iwPZ Dcb¨vm|
g~j PwiÎ- AwgZ I jveY¨|
06. ÔnvRvi eQi a‡iÕ Dcb¨vm Kvi †jLv?
a) knx`yjv Kvqmvi b) ˆmq` IqvwjDjvn
c) Rwni ivqnvb d) kIKZ Imgvb ans. C
Solution: ÔnvRvi eQi a‡iÕ Dcb¨v‡mi iPwqZv Rwni
ivqnvb| Dcb¨v‡mi g~j cÖwZcv`¨-Avengvb evsjvi
Rxeb I Rbc`| Dcb¨v‡m †h Rxeb I Rbc‡ì eY©bv
i‡q‡Q Zv evsjv‡`‡ki Avengvb Kv‡ji|
07. ÔAvgvi †`Lv ivRbxwZi cÂvk eQiÕ MÖš’wUi iPwqZv †K?
a) W. gyn¤§` knx`yjvn b) †gvt Ave`yj nvB
c) Aveyj gbmyi Avng` d) AvZvDi ingvbans. C
Solution: Aveyj gbmyi Avng` iwPZ cÖeÜ¸‡jv n‡jvt
Avgvi †`Lv ivRbxwZi cÂvk eQi (AvZ¥Rxebx), cvK
evsjvi KvjPvi, †k‡i evsjv †_‡K e½eÜz|
08. evsjv M‡`ï RbK Kv‡K ejv nq?
a) c¨vwiPuv` wgÎ b) KvjxcÖmbœ wmsn
c) Ck¦iP›`ª we`¨vmvMi d) iex›`ªbv_ VvKzi ans. C
Solution: Ck¦iP›`ª we`¨vmvMi evsjv M`¨‡K MwZkxj K‡i
cÖvY `vb K‡i‡Qb| Zvi c~‡e© †dvU© DBwjqvg K‡j‡Ri
cwÛZMY I ivg‡gvnb ivq Gi evsjv M`¨ iPbvi cÖqvm
cÖksmbxq n‡jI Zv‡ì M`¨ ixwZ‡Z eû Ac~Y©Zv wQj|
we`¨vmvMi evsjv M‡`¨ myjwjZ kã web¨vm, c`wefvM
I hwZmwbœ‡e‡k my‡eva¨ I wkí ¸Yvwš^Z K‡i †Zv‡jb|
we`¨vmvMi evsjv M`¨‡K mvwnZ¨ ¸Ym¤úbœ I me©fve
cÖKvk¶g K‡iwQ‡jb e‡j Zuv‡K evsjv M‡`ï RbK
ejv nq|
09. Ôk•Lbxj KvivMviÕ Dcb¨vmwU Kvi †jLv?
a) iex›`ªbv_ VvKzi b) ûgvqyyb AvRv`
c) AvjvDÏxb Avj AvRv` d) ûgvqyb Avn‡g` ans. D
Solution: ûgvqyb Avn‡g` iwPZ K‡qKwU D‡j L‡hvM¨
Dcb¨vm n‡jvt k•Lbxj KvivMvi, GBme w`bivwÎ,
†MŠixcyi Rskb, Kwe, `vi“wPwb Øxc, kÖveY †g‡Ni
w`b, b¶‡Îi ivZ| D‡j L¨, ûgvqyb Avn‡g‡ì
cÖ_g cÖKvwkZ Dcb¨vm Ôbw›`Z bi‡KÕ (1972)|
10. †KvbwU Ôe„¶Õ k‡ãi cÖwZkã bq?
a) AUwe b) Kjvcx
c) cjex d) weUcx ans. A
Solution: e„¶ k‡ãi mgv_©K ev cÖwZkã n‡jv- MvQ,
Zi“, weUcx, cv`K, `ª“g, gnxi“n, kvLx, k„½x,
wkLix I cY©x| Avi AUwe A_© eb|
11. †KvbwU Rxebvb›` `v‡ki Kve¨MÖš’ bq?
a) a~mi cvÊzwjwc b) Siv cvjK
c) †ejv †k‡li Mvb d) gnv c„w_ex ans. C
Solution: Rxebvb›` `v‡ki Kve¨MÖš’t SivcjK, a~mi
cvÊzwjwc, ebjZv †mb, gnv c„w_ex, mvZwU Zvivi
wZwgi, iƒcmx evsjv Ges †ejv A‡ejv Kvj‡ejv|
12. ÔAš—i wUcybxÕ ej‡Z wK †evSvq?
a) wec` b) Mfxi
c) †Mvcb e¨v_v d) wnsmv ans. C
Solution: Aš—i wUcybx ej‡Z †Mvcb e¨v_v ev gg©cxov †evSvq|
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13. †Kvb evbvbwU ï×?
a) K…wlwRex b) K…wlwRwe
c) K…wlRxwe d) K…wlRxex ans. D
14. ÔZvi eqm †e‡o‡Q, wKš‘ eyw× ev‡owbÕ GwU †Kvb ai‡bi
evK¨?
a) mij evK¨ b) êcixZ¨g~jK evK¨
c) †hŠwMK evK¨ d) wgkÖ evK¨ ans. C
Solution: ci¯úi wbi‡c¶ `yB ev Z‡ZvwaK mij ev wgkª
evK¨ wgwjZ n‡q GKwU m¤ú~Y© evK¨ MVb Ki‡j Zv‡K
†hŠwMK evK¨ e‡j|
ÁvZe¨t †hŠwMK ev‡Kï Aš—M©Z wbi‡c¶ evK¨¸‡jv
ÔGes, I, wKš‘, A_ev, A_P, wKsev, eis, Z_vwcÕ
BZ¨vw` Ae¨q †hv‡M mshy³ ev mgwš^Z _v‡K| †hgbt
†bZv RbMY‡K DrmvwnZ Ki‡jb e‡U, wKš‘, †Kv‡bv
c_ †`Lv‡Z cvi‡jb bv|
15. Ôjvj mvjyÕ Dcb¨vm Kvi wjLv?
a) iex›`ªbv_ VvKzi b) ˆmq` Iqvjx Djvn
c) Rxebvb›` `vk d) Rmxg D`&`xb ans. B
Solution: jvjmvjy Dcb¨v‡mi iPwqZv Òˆmq`
IqvjxDj vnÓ| Dcb¨vmwU‡Z ag© wb‡q e¨w³¯^v_©
PwiZv_©Kvix‡ì ¯îƒc D‡b¥vPb I bvix RvMi‡Yi
†cÖ¶vc‡U mgvRm‡PZbZv wel‡q Av‡jvKcvZ Kiv
n‡q‡Q| jvjmvjy Dcb¨v‡mi Bs‡iwR Abyev‡ì bvgt
Tree without Roots.
16. ÔmskqÕ Gi wecixZ kã †KvbwU?
a) we¯§q b) wØav
c) cÖZ¨q d) ¯’vbx ans. C
Solution: ÔmskqÕ Gi cÖwZkã n‡jv m‡›`n; wØav|
17. Rvbvi B”Qv-
a) wRÁvmv b) wRNvsmv
c) K…òv d) AvMÖn ans. A
18. Ôeyjeywj‡Z avb †L‡q‡QÕ ev‡K¨ wb¤œ‡iLv kãwU †Kvb
Kvi‡K †Kvb wefw³?
a) KZ©vq 7gx b) K‡g© 7gx
c) AwaKi‡Y 2qv d) KZ©vq k~b¨ ans. A
Solution: KZ©vq 7gx Kvi‡Ki Av‡iv wKQz D`vniY n‡jvt
ivRvq ivRvq jovB DjyLvMovi cÖvYvš—; kª×vevb j‡f
Ávb A‡b¨ Kfz bq; cv‡Q †jv‡K wKQz e‡j; cwÊ‡Z
cwÊ‡Z jovB P‡j| ev‡c bv wRÁv‡m gv‡q bv m¤¢v‡l|
19. Ô†eûjv-jwL›`‡iiÕ Kvwnwb cvIqv hvq †Kvb g½jKv‡e¨?
a) gbmvg½j b) Abœ`vg½j
c) kxZjvg½j d) mvi`vg½j ans. A
20. ms¯‹…Z †_‡K mivmwi evsjvq G‡m‡Q †Kvb kãwU?
a) wMwbœ b) P›`
c) eskx d) R½v ans. C
Solution: ms¯‹…Z fvlvi †h-me kã cwiewZ©Z bv n‡q mivmwi
evsjv fvlvq M…nxZ n‡q‡Q, †m me kã‡KB Zrmg kã
ejv nq| D`vniY: P›`ª, m~h©, b¶Î, feb, ag©, cvÎ,
gbyl¨, g¯—K, Abœ, M…n, PiY, Z…Y, AM«nvqY, fvlv
BZ¨vw`|
21. Which one is a preposition?
a) as b) than
c) between d) though ans. B & C
Solution: As kãwU Adverb I Conjunction wn‡m‡e
eëüZ nq| Though kãwU Conjunction I
Adverb Dfq wn‡m‡e eëüZ n‡Z cv‡i|
22. Which one of the following words is in
singular form?
a) formulae b) agenda
c) oases d) thesis ans. D
Solution: wewfbœ fvlv †_‡K Bs‡iRx fvlvq Foreign
plural wb‡R‡ì ¯’vb `Lj K‡i wb‡q‡Q Ges eZ©gv‡b
Giv Bs‡iRx fvlvi Awe‡”Q`¨ Ask
Singular Plural
Agendum (wePvh© welq; Av‡jvP¨ m~wP) Agenda
Formula (m~Î) Formulas
Oasis (gi“`¨vb) Oases
Thesis (M‡elYvcÎ) Theses
23. I will be in the office ____ 5 pm.
a) on b) until
c) since d) for ans. B
Solution: Until Gi A_© ÔhZ¶Y ..... bvÕ|
GwUI memgq Negative A_© †`q|
ev‡Kï A_©t weKvj 5Uvi AvM ch©š— Avwg Awd‡mi
evB‡i _vK‡ev|
24. What is the antonym of the word
‘aptitude’?
a) aversion b) enslave
c) isolate d) welcome ans. A
Solution: Aptitude A_© ¯^vfvweK ev AwR©Z ¶gZv;
cÖeYZv| Aversion A_© weiƒcZv; Abxnv; êgyL¨|
Enslave A_© K…Z`v‡m cwiYZ Kiv| Isolate A_©
c„_K ev wew”Qbœ Kiv|
25. Correct the sentence: The man to who I
sold my house was cheat.
a) to whom I sell b) to whom I sold
c) who was sold to d) to who I sell ans. B
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26. Choose the correct sentence.
a) I have finished read the book.
b) I have finished reading the book.
c) I finished reading the book
d) I have finish reading the book. ans. B, C
Solution: cvkvcvwk `ywU Verb _vK‡j cieZ©x Verb Gi
mv‡_ ‘ing’ hy³ nq|
27. Lima has a great apathy ____ her studies.
a) for b) towards
c) to d) with ans. B
Solution: Apathy towards A_© n‡jv Awbnv|
28. What is the synonym of “Lunatic”?
a) same b) hap
c) plain d) mad ans. D
Solution: Lunatic A_© cvMjv‡U; gvbwmK †ivMx| Same
A_© GKB; Awfbœ| Plain A_© †mvRv| Mad A_© cvMj;
gvbwmK †ivMx|
29. We often go fishing ____ the river bank.
a) towards b) inside
c) along d) around ans. C
30. The idiom ‘make both ends meet’ means
a) come to a close
b) have a happy ending
c) live within one’s income
d) stretch to limit ans. C
Solution: Make both ends meet A_© wb‡Ri Av‡qi
g‡a¨ †Kv‡bv iK‡g msmvi Pvjv‡bv|
31. Which of the following is in plural form?
a) datum b) media
c) analysis d) radius ans. B
Solution: wewfbœ fvlv †_‡K Bs‡iRx fvlvq Foreign
plural wb‡R‡ì ¯’vb `Lj K‡i wb‡q‡Q Ges eZ©gv‡b
Giv Bs‡iRx fvlvi Awe‡”Q`¨ Ask|
Singular Plural
Datum (DcvË) Data
Medium (ga¨g) Media
Radius (e¨vmva©) Radii
32. There were ____ guests than I expected.
a) less b) lesser
c) few d) fewer ans. D
Solution: Fewer Gic‡i Countable noun e‡m|
GLv‡b Guest n‡jv Countable noun.
33. It is time he ____ his bad habits.
a) changes b) changed
c) changing d) change ans. B
Solution: It is time, it is hight time BZ¨vwì ci
Subject _vK‡j Verb wU Past tense Gi nq| Avi
G‡ì ci Subject bv _vK‡j to + verb nq|
34. Safina wore a beautiful necklace made
____ silver.
a) by b) with
c) of d) off ans. C
Solution: MwVZ nIqv A‡_© Made of e‡m|
35. ‘To raise one’s brows’ indicates:
a) annoyance b) disapproval
c) indifference d) surprise ans. D
36. Find the pair of words similar to Patron :
Support.
a) Spouse : Divorce
b) Artist : Imitation
c) Counselor : Advice
d) Restaurant : Customer ans. C
Solution: †h Patron †m †Kv‡bv wKQz Support K‡i| Avi
†h Counselor †m †Kv‡bv wKQz Advice K‡i|
37. Who was the author of the fantasy book
‘Alice’s Adventures in Wonderland ?
a) Rudyard Kipling b) John Keats
c) Lewis arrol d) H. G. Wells ans. C
38. Honey tastes sweet. Choose the correct
passive form:
a) Honey is sweet when it is tasted
b) Honey is taste when it is sweet
c) Honey is taste for its sweetness
d) Honey is sweet when is tasted ans. A
Solution: Complement wewkó Quasi-passi verb †Kvb
ev‡K¨ _vK‡j Zv‡K Passive Ki‡Z wb‡Pi Structure
AbymiY Ki‡Z nq| S + be-verb + complement +
when (if) + it/ they + be-verb + V(p.p). †hgbt
Iron feels hard. Gi Passive n‡jv Iron is hard
when it is felt.
39. ‘In black and white’ means
a) verbally b) In writing
c) falsely d) in color ans. B
Solution: In black and white- wjwLZfv‡e, In
writing- wjwLZfv‡e|
40. †Kvb QvÎvev‡m 320 Rb Qv‡Îi 18 w`‡bi Lvevi
Av‡Q| 6 w`b ci, QvÎvev‡m Av‡iv 160 Rb QvÎ
Avm‡j, evKx Lv`¨ Avi KZw`b Pj‡e?
a) 12w`b b) 10 w`b
c) 8 w`b d) 6 w`b ans. C
Solution: w`b Aewkó = 18  6 = 12 w`b
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160 Rb Avmvq †gvU QvÎ = 320 + 160 = 480
320 R‡bi Lvevi Av‡Q = 12 w`‡bi
 1 R‡bi Lvevi Av‡Q = 12  320
 480 R‡bi Lvevi Av‡Q =
12  320
480 w`b = 8 w`b
41. `yBwU msL¨vi AbycvZ 5 t 3 Ges G‡ì j.mv.¸
1,815| cÖ_g msL¨vwU KZ?
a) 55 b) 45
c) 35 d) 605 ans. D
Solution: awi, msL¨v `ywU h_vµ‡g 5K Ges 3K
myZivs msL¨v `ywUi j.mv.¸ = 15K
cÖkœg‡Z, 15K = 1815
 K =
1815
15 = 121
myZivs cÖ_g msL¨vwU = 5  121 = 605
42. i“‡nj 25% ¶wZ‡Z GKwU Nwo weµq K‡i| hw`
NwowU 350 UvKv †ewk `v‡g weµq Kiv nZ Zvn‡j
Zvi 10% jvf nZ| NwowUi µqg~j¨ KZ wQj?
a) 400 UvKv b) 500 UvKv
c) 1000 UvKv d) 1,100 UvKv ans. C
Solution: awi, µqg~j¨ = 100
 25% ¶wZ‡Z cÖ_g weµqg~j¨ = 100  25 = 75
Ges 10% jv‡f wØZxq weµqg~j¨ = 100 + 10 = 110
`yB weµqg~‡jï eëavb = 110  75 = 35
weµqg~j¨ Av‡iv 35 UvKv †ewk n‡j µqg~j¨ = 100 UvKv
 weµqg~j¨ Av‡iv 1 UvKv †ewk n‡j µqg~j¨ =
100
35 UvKv
 weµqg~j¨ Av‡iv 350 UvKv †ewk n‡j µqg~j¨
=
100  350
35 = 1000 UvKv|
Shortcut: 25% ¶wZ + 10% jvf = 35%
GLv‡b, 35% = 350
myZivs 1% =
350
35
 100% =
350  100
35 = 1,000 UvKv
43. GKwU cix¶vq cvk b¤î nj 42%| Avwè †m
cix¶vq 133 b¤î cvq Ges 35 b¤î Kg †c‡q †dj
Kij| †gvU KZ b¤^‡ii cix¶v n‡qwQj?
a) 500 b) 400
c) 300 d) 200 ans. B
Solution: 133 b¤î †c‡qI 35 b¤^‡ii Rb¨ †dj Ki‡j
†gvU cvk b¤î = 133 + 35 = 168
†h‡nZy cvk b¤î 42% ZvB 42% = 168
 1% =
168
42
 100% =
168  100
42 = 400
44. GKwU AvqZ‡¶‡Îi cÖ¯’ I cwimxgvi AbycvZ 1 t 5|
AvqZ‡¶ÎwUi ˆ`N¨© I cÖ‡¯’i AbycvZ KZ?
a) 1 t 5 b) 5 t 1
c) 3 t 2 d) 2 t 3 ans. C
Solution:
awi, AvqZ‡¶‡Îi cÖ¯’ = K Ges cwimxgv = 5K
Avgiv Rvwb, AvqZ‡¶‡Îi cwimxgv = 2(ˆ`N©¨ + cÖ¯’)
 2(ˆ`N©¨ + K) = 5K
 ˆ`N©¨ + K =
5K
2
 ˆ`N©¨ =
5K
2  K =
5K  2K
2 =
3K
2
 ˆ`N©¨ I cÖ‡¯’i AbycvZ =
3K
2 t K
=
3K
2  2 t K  2 = 3K t 2K = 3 t 2
45. †¯ªv‡Zi wecix‡Z GKwU †bŠKv 52 wgwb‡U 13 wK. wg.
†h‡Z cv‡i| †¯ªv‡Zi †eM 4 wK.wg./ NÈv| w¯’i cvwb‡Z
†bŠKvi †eM KZ?
a) 19 wK.wg./NÈv b) 23 wK.wg./NÈv
c) 13 wK.wg./ NÈv d) 11 wK.wg./NÈv
ans. A
Solution: 52 wgwb‡U hvq = 13 wKwg.
 1 wgwb‡U hvq =
13
52 wKwg.
 60 wgwb‡U hvq =
13  60
52 = 15 wKwg.
A_©vr †mªv‡Zi cÖwZK~‡j †bŠKvi †eM 15 wK.wg./NÈv
Avgiv Rvwb, w¯’i cvwb‡Z †bŠKvi †eM
= †mªv‡Zi wecix‡Z †bŠKvi + †mªv‡Zi †eM
= 15 + 4 = 19 wK.wg./NÈv
46. 36wU Kj‡gi µqg~j¨ ÔKÕ wU Kj‡gi weµqg~‡jï mgvb|
hw` jv‡fi nvi 20% nq Zvn‡j ÔKÕ Gi gvb KZ?
a) 30 b) 32
c) 28 d) 24 ans. A
Solution: awi, 36wU Kj‡gi cÖwZwUi µqg~j¨ = 100 UvKv
†gvU LiP = 36  100 = 3,600
 20% jv‡f cÖwZwU Kj‡gi weµqg~j¨ = 120 UvKv
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†gvU weµq = 120K
cÖkœg‡Z, 36  100 = K  120 (36wUi me©‡gvU
LiP = 20% jv‡f K wUi me©‡gvU weµqg~‡jï mgvb)
 3,600 = 120K
 K =
3600
120 = 30
47. GKRb LyPiv we‡µZv Zvi c‡Yï wjwLZ g~‡jï Dci
10% Kwgkb †`qvq Zvi 12.5% jvf nq| wjwLZ
g~‡jï Dci 20% Kwgkb w`‡j Zvi kZKiv jvf ev
¶wZ n‡e?
a) 10% ¶wZ b) 12% ¶wZ
c) 12% jvf
d) jvf ev ¶wZ wKQzB n‡e bv ans. D
Solution: awi, wjwLZg~j¨ = 100 UvKv
10% Kwgkb w`‡q 1g weµqg~j¨ = 100  10 = 90 UvKv
Avevi, 12.5% jv‡f weµqg~‡jï nvi = 112.5 UvKv
cÖkœg‡Z, 112.5% = 90
 1% =
90
112.5
 100% =
90  100
112.5 = 80
A_©vr cY¨wUi µqg~j¨ = 80 UvKv|
GLb 100 UvKvi c‡Y¨ 20% Qvo w`‡j weµqg~j¨ I
n‡e 80 UvKv|
A_©vr 20% Qvo w`‡j jvf ev ¶wZ wKQzB n‡e bv|
48. ivRy I gy³vi eq‡mi AbycvZ 5 t 4| 8 eQi ci
ivRyi eqm n‡e 28 eQi| eZ©gv‡b gy³vi eqm KZ?
a) 8 b) 12
c) 16 d) 20 ans. C
Solution:
awi, ivRy I gy³vi eZ©gvb eqm h_vµ‡g = 5K I 4K
 8 eQi ci ivRyi eqm n‡e = 5K + 8
cÖkœg‡Z, 5K + 8 = 28
 5K = 28 - 8 = 20
 K =
20
5 = 4
 gy³vi eZ©gvb eqm = 4K = 4  4 = 16 eQi|
49. GKwU AvqZ‡¶‡Îi cÖ¯’ Zvi ˆ`N©¨ A‡c¶v 40% Kg|
hw` AvqZ‡¶‡Îi cÖ¯’ 36 wgUvi nq, Zvn‡j
AvqZ‡¶‡Îi †¶Îdj KZ?
a) 2400 eM©wg. b) 2610 eM©wg.
c) 2460 eM©wg. d) 2160 eM©wg. ans. D
Solution: awi, AvqZ‡¶ÎwUi ˆ`N¨© = 100 wg.
Ges cÖ¯’ 40% Kg A_©vr cÖ¯’ 60wg.
cÖkœg‡Z, 60% = 36 1% =
36
60
 100% =
36  100
60 = 60 wg.
 ˆ`N©¨ = 60 wgUvi
 †¶Îdj = ˆ`N©¨  cÖ¯’ = 60  36 = 2160 eM© wgUvi
50. GKRb kÖwgK 25 w`‡b GKwU Kv‡Ri
5
16 Ask †kl
Ki‡Z cv‡i| GB nv‡i KvR Ki‡j m¤ú~Y© KvR †kl
Ki‡Z Zvi AwZwi³ Avi KZw`b jvM‡e?
a) 80 w`b b) 120 w`b
c) 55 w`b d) 45 w`b ans. C
Solution:
5
16 Ask KvR Ki‡Z cv‡i = 25 w`‡b
 1 ev m¤ú~Y© Ask KvR Ki‡Z cv‡i =
25  16
5 = 80 w`‡b
 AwZwi³ mgX jvM‡e = 80 - 25 = 55 w`‡b
51. GKwU cix¶vq 24% QvÎQvÎx weÁv‡b AK…ZKvh© nq
Ges 43% QvÎQvÎx MwY‡Z AK…ZKvh© nq| hw` 15%
QvÎQvÎx Dfq wel‡q AK…ZKvh© n‡q _v‡K, Zvn‡j
kZKiv KZRb QvÎQvÎx Dfq wel‡q cvm K‡i‡Q?
a) 52% b) 67%
c) 33% d) 48% ans. D
Solution: Dfq wel‡q AK…ZKvh© = 15%
ïay weÁv‡b AK…ZKvh© = 24%  15% = 9%
ïay MwY‡Z AK…ZKvh© = 43  15 = 28%
 †gvU AK…ZKvh© = 15% + 9% + 28% = 52%
 Dfq wel‡q cvm K‡i‡Q = 100%  52% = 48%
52. 180 †KwR IR‡bi GKwU mv‡ii wgkÖ‡Y ˆRe I BDwiqv
mv‡ii AbycvZ 2 t 1| Av‡iv KZ †KwR BDwiqv mvi
wgkv‡j †mB AbycvZ 1 t 2 n‡e?
a) 180 †KwR b) 140 †KwR
c) 120 †KwR d) 240 †KwR ans. A
Solution: Abycv‡Zi ivwk¸‡jvi †hvMdj = 2 + 1 = 3
ˆRe Av‡Q, 180 Gi
2
3 = 120 †KwR
BDwiqv Av‡Q, 180 Gi
1
3 = 60 †KwR
awi, bZzb BDwiqv †gkv‡Z n‡e = K †KwR
cÖkœg‡Z,
120
60 + K =
1
2
 60 + K = 240
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 K = 240  60 = 180 †KwR|
53. Kwe‡ii evmv BDmy‡di evmvi 4 gvBj cwð‡g|
gvRnv‡ii evmv BDmy‡di evmvi 6 gvBj DË‡i Ges
ûgvqy‡bi evmvi 4 gvBj cwð‡g| Kwei Ges ûgvqy‡bi
evmvi mij‰iwLK `~iZ¡ KZ?
a) 14 gvBj b) 10 gvBj
c) 8 gvBj d) 5 gvBj ans. B
Solution: awi, Kwei = K; BDmyd = L; gvRnvi = M
Ges ûgvqyb = N|
wc_v‡Mviv‡mi wUªc‡jU 3, 4, 5 Abymv‡i GwU n‡e 6, 8,
10. A_©vr, KN = 10 wK‡jvwgUvi|
54. `yBwU bj w`‡q GKwU U¨vsK h_vµ‡g 12 I 15 NÈvq
c~Y© nq| Z…Zxq GKwU bj Øviv †mUv 20 NÈvq Lvwj
nq| wZbwU bj GKm‡½ Ly‡j w`‡j U¨vsKwU KZ mg‡q
c~Y© n‡e?
a) 12NÈvq b) 10 NÈvq
c) 8 NÈvq d) 7 NÈvq ans. B
Solution: cÖ_g bj `ywU 1 NÈvq c~Y© K‡i h_vµ‡g,
1
12 Ask Ges
1
15 Ask
Avevi 3q bj Øviv 1 NÈvq Lvwj nq =
1
20 Ask|
myZivs wZbwU bj GKmv‡_ Pvjy _vK‡j 1 NÈvq
=
1
12 +
1
15 
1
20 =
5 + 4  3
60 =
6
60 =
1
10 Ask|
myZivs
1
10 Ask c~Y© nq = 1 NÈvq
 1 Ask ev m¤ú~Y© Ask c~Y© nq = 1  10 = 10 NÈvq
55. ˆ`wbK 14 NÈv KvR K‡i 9wU †gwkb 10 w`‡b 2,800
wjUvi cvwb D‡Ëvjb Ki‡Z cv‡i| ˆ`wbK 18 NÈv
KvR K‡i 8wU †gwkb KZ w`‡b 3,200 wjUvi cvwb
D‡Ëvjb Ki‡Z cvi‡e?
a) 9 w`‡b b) 10 w`‡b
c) 12 w`‡b d) 16 w`‡b ans. B
Solution: 14 NÈvq 9wU †gwkb 2,800 wjUvi cvwb
D‡Ëvjb K‡i = 10 w`‡b
 18 NÈvq 8wU †gwkb 3,200 wjUvi cvwb D‡Ëvjb
K‡i =
10  14  9  3200
2800  18  8
= 10 w`‡b
56. GKwU eM©‡¶‡Îi cÖwZ evûi ˆ`N©¨ 40% K‡i evov‡bv
n‡j Gi †¶Îdj kZKiv KZUzKz e„w× cv‡e?
a) 96% b) 80%
c) 69% d) 40% ans. A
Solution: †¶Îdj n«vm e„w×i m~Ît A + B +
AB
100
40 + 40 +
40  40
100 = 96%
57. wb‡Pi †Kvb fMœvskwU
2
3 †_‡K eo?
a)
31
50 b)
9
11
c)
2
5 d)
11
27 ans. B
Solution: Avmyb cÖ‡kœi Ackb¸‡jv GKwU GKwU K‡i
†U÷ Kwit
†h‡nZy eo fMœvskwU †ei Ki‡Z ejv n‡q‡Q| ZvB
†h¸‡jv †QvU n‡e †m¸‡jv ev` w`‡Z n‡e|
31
50 
2
3 = 93  100;
 GLv‡b
31
50 <
2
3
9
11 
2
3 = 27 > 22;
 GLv‡b
9
11 >
2
3 GwUB DËi
58. GKwU _‡j‡Z 25 cqmv, 10 cqmv I 5 cqmvi gy`ªv 3
t 4 t 5 Abycv‡Z Av‡Q| hw` me¸‡jv wgwj‡q 28 UvKv
nq, Zvn‡j 10 cqmvi gy`ªv KZwU?
a) 80wU b) 60wU
c) 100wU d) 110wU ans. A
Solution: awi, 25 cqmv, 10 cqmv Ges 5 cqmvi gy`ªvi
msL¨v h_vµ‡g 3K, 4K Ges 5K|
GLb 25 cqmvi gy`ªvi gvb =
25
100 ev
1
4 (†h‡nZy 28 UvKv
†`Iqv Av‡Q, ZvB UvKv evwb‡q mgxKiY n‡e|)
10 cqmvi gy`ªvi gvb =
10
100 ev
1
10 UvKv
Ges 5 cqmvi gy`ªvi gvb =
5
100 ev
1
20 UvKv
cÖkœg‡Z,




3K 
1
4 +




4K 
1
10 +




5K 
1
20 = 28 UvKv
K L
M N N
E
W
S
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
3K
4 +
2K
5 +
K
4 = 28 UvKv

15K + 8K + 5K
20 = 28 UvKv
 28K = 28  20
 K = 20
myZivs 10 cqmvi gy`ªv = 4  20 = 80wU
59. GK eëmvqx Zvi Avg`vwbK„Z 240wU evB‡Ki g‡a¨
15% evB‡K Î“wU Luy‡R †cj| cieZ©x‡Z Avg`vwbK…Z
160wU evB‡Ki 5% evB‡K Î“wU Luy‡R †cj| `yev‡i
†m kZKiv KZ¸‡jv Î“wUhy³ evBK †cj?
a) 20% b) 15%
c) 11% d) 10% ans. C
Solution: †gvU evBK = 240 + 160 = 400wU
cÖ_‡g Î“wUc~Y© evBK Av‡Q = 240 
15
100 = 36wU
wØZxq‡Z Î“wUc~Y© evBK Av‡Q = 160 
5
100 = 8wU
†gvU Î“wUc~Y© evBK Av‡Q = 44
wU
 Î“wUc~Y© evB‡Ki kZKiv nvi =
44  100
400 = 11%
60. e½eÜz-1 m¨v‡UjvBU †Kvb †`k †_‡K Dr‡¶cb Kiv nq?
a) ivwkqv b) d«vÝ
c) hy³ivR¨ d) hy³ivóª ans. D
61. Rvg©vwbi P¨v‡Ýj‡ii bvg Kx ?
a) Bgvby‡qj g¨v_‡iv b) f vw`wgi cywZb
c) G‡½jv gv‡K©j d) †_‡imv †g ans. C
62. Iqvì© †UªW †m›Uvi GLb Kx bv‡g cwiwPwZ?
a) Uªv‡RwW †m›Uvi b) wR‡iv c‡q›U
c) MÖvDÛ wR‡iv d) wR‡iv †m›Uvi ans. C
63. AwZ m¤úªwZ evsjv‡`k wK‡kvix dzUej `j Jockey
CGI Youth Football Tournament G P¨vw¤úqb
n‡q‡Q| Tournament wU †Kvb †`‡k AbywôZ
n‡q‡Q?
a) kÖxjsKv b) gvj‡qwkqv
c) _vBj¨vÛ d) nsKs ans. D
64. Kw¤úDUv‡ii †Kvb hš¿vs‡ki ¶gZvi Dci gwbUi
`„k¨gvb Qwei ¸YMZ gvb wbf©i K‡i?
a) g‡Wg b) AwWI KvW©
c) wmg KvW© d) wfwRG KvW© ans. D
Solution: Kw¤úDUv‡ii wfwRG KvW© Gi ¶gZvi Dci
gwbUi `„k¨gvb Qwei ¸YMZ gvb wbf©i K‡i|
65. †ewkifvM †cÖvMÖv‡g Kx‡ev‡W©i †Kvb Key-wU mvaviYZ
Help Key wn‡m‡e eëüZ nq?
a) F12 b) F5
c) F1 d) F2 ans. C
66. evsjv‡`k miKv‡ii me‡P‡q †ewk, ivR¯^ Av‡m †Kvb
Drm †_‡K?
a) AvqKi b) Avg`vbx ïé
c) g~j¨ ms‡hvRb Ki d) ißvwb ïé ans. C
67. wb‡Pi †KvbwU Kw¤úDUv‡ii wfwWI dvB‡ji GKwU
dig¨vU?
a) jpg b) exe
c) mpg d) bmp ans. C
Solution: Kw¤úDUv‡ii wfwWI dvBj: FLV, MKV,
AVI, MOV, MP4, WMV, MPG.
68. evsjv‡`‡ki GDP †Z eZ©gvb K…wl Lv‡Zi Ae`vb
AvbygvwbK?
a) 15% b) 25%
c) 30% d) 35% ans. Note
Solution: evsjv‡`‡ki GDP †Z 2018-19 A_©eQ‡i
K…wlLv‡Zi Ae`vb wQ‡jv 14.10%|
69. †jvnvi mv‡_ Kx wgwk‡q B¯úvZ ˆZix Kiv nq?
a) `¯—v b) Zvgv
c) Kve©b d) Gjywgwbqvg ans. C
Solution: †jvnvi mv‡_ Kve©b wgwk‡q B¯úvZ ˆZwi Kiv
nq| †jvnvi mv‡_ hZ Kve©b †ewk wgwkÖZ n‡e B¯úvZ
ZZ gReyZ n‡e|
70. ¯^‡ívbœZ †_‡K Dbœqbkxj †`‡k DËi‡Yi b~¨bZg
gv_vwcQz Avq KZ Wjvi n‡Z nq?
a) 1200 b) 1230
c) 1250 d) 1800 ans. B
Solution: Dbœqbkxj †`k n‡Z n‡j †h wZbwU kZ© c~iY
Ki‡Z nq Zv evsjv‡`k AR©b K‡i‡Q| G¸‡jv n‡jvt
01. gv_vwcQz Avq 1,242 gvwK©b Wjvi n‡Z nq,
eZ©gv‡b gv_vwcQz Avq 1,909 gvwK©b Wjvi|
02. gvbe m¤ú‡ì Dbœqb A_©vr †`‡ki 66 fvM
gvby‡li RxebhvÎvi gvb DbœZ n‡Z nq, eZ©gv‡b
Zv 70 fvM gvby‡li RxebhvÎvi gv‡bi DbœwZ
n‡q‡Q|
03. A_©‰bwZKfv‡e f½yi bv nIqvi gvÎv 30 fvM
n‡Z n‡e, evsjv‡`k G gyn~‡Z© Zv 26 fvM AR©b
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K‡i‡Q|
71. wb‡Pi †Kvb cÖ‡UvKjwU B›Uvi‡bU ms‡hv‡Mi †¶‡Î
me©vwaK eëüZ nq?
a) TCP/IP b) JCP/IP
c) VLSI/IP d) XTP/IP ans. A
72. Gg Gm Iqv‡W© †Kv‡bv †U·U dvBj †mf (save)
Ki‡Z n‡j wb‡Pi †Kvb KgvÛ eëüZ nq?
a) Insert + S b) Ctrl + S
c) Alt + S d) Shift + S ans. B
Solution: Gg Gm Iqv‡W© †Kv‡bv †U·U dvBj †mf
(Save) Ki‡Z n‡j Ctrl + S †cÖm Ki‡Z nq|
73. †Kvb kn‡ii GKwU mo‡Ki bvg e½eÜy †kL gywReyi
ingv‡bi bv‡g ivLv n‡q‡Q?
a) †KvjKvZv b) w`jx
c) jÛb d) Kj‡¤^v ans. B
74. †Kv‡bv B-†gB‡j ‘CC’ Gi A_© Kx?
a) Contact Center b) Carbon Copy
c) Close Contact d) Close Circuit ans. B
75. evsjv‡`‡k dz‡ji ivRavbx ejv nq †Kvb ¯’vb‡K?
a) kvnevM b) mvfvi
c) wSKiMvQv d) wÎkvj ans. C
76. Ô÷¨vPz Ad wcmÕ †Kv_vq Aew¯’Z?
a) bvMvmvwK b) wbDBqK©
c) wn‡ivwkgv d) g¨vwbjv ans. A
77. Gg Gm Iqv‡W© †Kv‡bv Text BUvwjK (Italic) Ki‡Z
n‡j wb‡Pi †Kvb KgvÛ eëüZ nq?
a) Ctrl + I b) Shift + I
c) Alt + I d) Ctrl + B ans. A
78. evsjv‡`‡ki e¨vs‡K †Kvb ai‡bi †PK eB eëüZ nq?
a) MICR b) RFID
c) OCR d) me¸wj ans. A
Solution: MICR Gi c~Y©iƒc- Magnetic Ink
Character Reader. evsjv‡`‡ki e¨vs‡K MICR
c×wZ‡Z †PK eB eëüZ nq|
79. Gjb gv¯‹ wK‡mi Rb¨ weL¨vZ?
a) B‡jKwUªK Mvwo b) mycvi Kw¤úDUvi
c) †gvevBj †dvb d) †ivewU· ans. A
80. In Java, which one will be used for
comparing whether the two String object
str1 and str2 are same
a) str1==str2 b) str1.equalslgnoreCase(str2)
c) str1==str2 d) All of the above ans. D
bgybv cÖkœ 02
01. m~h© wKiY †_‡K †Kvb wfUvwgb cvIqv hvq?
a) wfUvwgb ÔGÕ b) wfUvwgb ÔweÕ
c) wfUvwgb ÔBÕ d) wfUvwgb ÔwWÕ ans. D
Solution: gvbe‡`‡ni Rb¨ cÖ‡qvRbxq wfUvwgb wW 70
†_‡K 80 fvM cvIqv hvq m~h©wKiY †_‡K| ZvQvov `ya,
wWg, KwjRv, gvQ, gvki“g cÖf„wZ‡Z wfUvwgb wW
cvIqv hvq| wfUvwgb wW Gi Afv‡e wkï‡ì wi‡KU&m
Ges eq¯‹‡ì Aw÷I‡mjvwmqv †ivM n‡Z cv‡i|
02. †eŠ× mf¨Zvi Zx_©¯’vb ÔZ¶kxjvÕ †Kv_vq Aew¯’Z?
a) cvwK¯—vb b) †bcvj
c) kÖxjsKv d) fviZ ans. A
Solution: ÔZ¶kxjvÕ cvwK¯—v‡bi cvÄve cÖ‡`‡ki
ivIqvjwcwÛ †Rjvq Aew¯’Z ¸i“Z¡c~Y© cÖZœZvwË¡K ¯’vb|
 1980 mv‡j Z¶kxjv‡K BD‡b‡¯‹v HwZnëvnx ¯’vb
wn‡m‡e †NvlYv K‡i|
03. we‡kî KZZg †`k wn‡m‡e evsjv‡`k mve‡gwi‡bi hy‡M
c`vc©Y K‡i?
a) 40Zg b) 41Zg
c) 42Zg d) 43Zg ans. B
Solution: 12 gvP©, 2017 mv‡j we‡kî 41Zg †`k wn‡m‡e
evsjv‡`k mve‡gwib hy‡M c`©vcY K‡i| `ywU AvaywbK
mve‡gwib ÔbehvÎvÕ I ÔRqhvÎvÕ Gi ga¨w`‡q evsjv‡`k
†bŠevwnbx GKwU wÎgvwÎK evwnbx wn‡m‡e AvZ¥cÖKvk
K‡i| evsjv‡`‡ki cÖ_g mve‡gwib NuvwUi bvg weGbGm
†kL nvwmbv| GwU PÆMÖv‡g Aew¯’Z|
04. Avš—R©vwZK bvix wèm K‡e cvwjZ nq?
a) 8 gvP© b) 5 Ryb
c) 10 wW‡m¤î d) 8 †m‡Þ¤î ans. A
Solution: RvwZmsN 1975 mv‡j Avš—R©vwZK bvix e‡l© 8
gvP©‡K Avš—R©vwZK bvix wèm wn‡m‡e cvjb Kiv
ïi“ K‡i| RvwZmsN 1977 mv‡j w`bwU‡K
AvbyôvwbKfv‡e Avš—R©vwZK bvix wèm wn‡m‡e ¯^xK…wZ
†`q|
05. ÔA_©kv¯¿Õ MÖš’wU Kvi iPbv?
a) Aveyj dRj b) `x‡bk P›`ª †mb
c) Be‡b Lvj`yb d) †KŠwUj¨ ans. D
Solution: ÔA_©kv¯¿Õ ms¯‹…Z fvlvq iwPZ cÖvPxb fvi‡Zi
GKwU MÖš’| G MÖ‡š’i iPwqZv m¤ªvU P›`ª¸ß †gŠ‡h©i
cÖavbgš¿x cÖvPxb A_©kv¯¿we` †KŠwUj¨|
06. Rjevqy cwieZ©b †iv‡a MwVZ wMÖb K¬vB‡gU dvÛ
(GCF) Gi mì `ßi †Kv_vq?
a) BbwPqb, `w¶Y †Kvwiqv b) IqvwksUb, hy³ivóª
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c) wf‡qbv, Aw÷ªqv d) c¨vwim, d«vÝ ans. A
Solution: ¯^‡ívbœZ I Dbœqbkxj †`k¸‡jvi Rjevqyi weiƒc
cÖfve †gvKvwejvq 2010 mv‡j AbywôZ KvbKzb (K-
16) m‡¤§j‡b dvÛwU MwVZ nq| dv‡Ûi mì `ßi
`w¶Y †Kvwiqvi BbwPq‡b|
07. RvZxq wk¶K wèm n‡jv Ñ
a) 19 Rvbyqvwi b) 20 Rvbyqvwi
c) 21 Rvbyqvwi d) 22 Rvbyqvwi ans. A
Solution: RvZxq wk¶K wèm 19 Rvbyqvwi (wek^ wk¶K
wèm- 5 A‡±vei); Avi 20 Rvbyqvwi knx` Avmv` wèm|
08. Ômr¸YB ÁvbÕ Dw³wU Kvi?
a) m‡µwUm b) †c ‡Uv
c) Rb jK d) Gwi÷Uj ans. A
Solution: Ômr¸YB ÁvbÕ Dw³wUi cÖe³v MÖxK `vk©wbK
m‡µwUm| GQvovI Zvi weL¨vZ Dw³ n‡jv: ÁvbB
c~Y¨, wb‡R‡K Rvb, we¯§q n‡jv Áv‡bi ¸i“, UvKvi
wewbg‡q wk¶v AR©‡bi †P‡q Awkw¶Z _vKv fvj,
g„Zz¨B n‡jv gvby‡li me©v‡c¶v eo Avkxe©v`|
09. evsjv‡`‡ki gyw³hy‡×i mgq cÖ_g †Kvb †Rjv kÎ“gy³ nq?
a) gv¸iv b) †g‡nicyi
c) h‡kvi d) gqgbwmsn ans. C
Solution: gyw³hy‡×i mgq 6 wW‡m¤î, 1971 mv‡j h‡kvi
cÖ_g kÎ“gy³ †Rjvi †MŠie AR©b K‡i| gnvb
gyw³hy‡×i mgq h‡kvi wQj 8bs †m±‡ii AvIZvaxb|
G †m±‡i †gRi Imgvb †PŠayix Ges †gRi Gg G
gbQzi †m±i KgvÛvi wQ‡jb|
10. 22Zg wek¦Kvc dzUej †Ljv AbywôZ n‡e †Kvb †`‡k?
a) Rvg©vwb b) Av‡R©w›Ubv
c) †gw·‡Kv d) KvZvi ans. D
Solution: 2014 mv‡j eªvwR‡j AbywôZ nq 20Zg wek^Kvc
dzUej| 21Zg wek^Kvc dzUej 2018 AbywôZ nq
ivwkqv‡Z| P¨vw¤úqbt d«vÝ; ivbvm© Avct †µv‡qwkqv|
22Zg wek^Kvc dzUej 2022 mv‡j AbywôZ n‡e
KvZv‡i|
11. hy³d«‡›Ui 21 `dvi 1g `dvwU wK wQj?
a) evsjv‡K Ab¨Zg ivóªfvlv wn‡m‡e cÖwZôv Kiv
b) cvUKj RvZxqKiY Kiv
c) PvKwi‡Z mK‡ji mgvb AwaKvi wbwðZ Kiv
d) c~e© cvwK¯—v‡bi mylg Dbœqb wbwðZ Kiv ans. A
Solution: 1954 mv‡ji c~e© evsjvi cÖv‡`wkK wbe©vP‡b
hy³d«‡›Ui 21 `dvi cÖ_g `dv wQj evsjv‡K Ab¨Zg
ivóªfvlv wnmv‡e cÖwZwôZ Kiv| c~e© cvwK¯—v‡b
cÖv‡`wkK wbe©vPb AbywôZ nq 11 gvP©, 1954 mv‡j|
cieZ©x‡Z 1956 mv‡j evsjv cvwK¯—v‡bi ivóªfvlv
wn‡m‡e M„nxZ nq|
12. `w¶Y Avwd«Kvi gy`ªvi bvg wK?
a) †µvbvi b) µywRiv
c) †c‡kv d) i¨vÛ ans. D
Solution: i¨vÛ: `w¶Y Avwd«Kv, bvwgweqvi; †µvbv:
†WbgvK©, myB‡Wb, biI‡q, AvBmj¨vÛ; †c‡mv:
†gw·‡Kv, wKDev, wPwj, Di“¸‡q, Kjw¤^qv, mywibvg;
µzwR‡iv: wQj eªvwR‡ji A¯’vqx gy`ªv|
13. evsjv‡`‡ki wØZxq e„nËg DcRvwZ †Mvôx †KvbwU?
a) mvuIZvj b) PvKgv
c) ivLvBb d) gvigv ans. A
Solution: evsjv‡`‡ki e„nËg DcRvwZ PvKgv| G‡ì
emevm cve©Z¨ PÆMÖv‡g| †`‡ki wØZxq e„nËg DcRvwZ
muvIZvj| G‡ì emevm ivRkvnx, iscyi, e¸ov I
w`bvRcyi †Rjvq|
14. RvwZms‡Ni wbivcËv cwil‡ì ¯’vqx m`m¨ msL¨v n‡jv
a) 4 wU b) 5 wU
c) 6 wU d) 7wU ans. B
Solution: 1945 mv‡ji 24 A‡±vei RvwZmsN cÖwZwôZ
nq| RvwZms‡Ni wbivcËv cwil‡ì ¯’vqx m`m¨ 5wU
(hy³ivóª, hy³ivR¨, ivwkqv, d«vÝ Ges Pxb)|
RvwZms‡Ni wbivcËv cwil‡ì ¯’vqx m`m¨ iv‡óªi †f‡Uv
cÖ`v‡bi ¶gZv i‡q‡Q|
15. GwWm gkv wb‡Pi †Kvb †ivMwUi evnb?
a) †Mv` †ivM b) g¨v‡jwiqv
c) wPKb¸wbqv d) dvB‡jwiqv ans. C
Solution: wPKb¸wbqv R¦i n‡jv wPKzb¸wbqv fvBivm
(CHIKV) Øviv m„ó GKwU msµgY| †W½yi evnK GwWm
gkv wPKb¸wbqv R¦‡ii fvBiv‡miI evnK| gkv
Kvgov‡bvi 3 †_‡K 7 w`‡bi wfZi wPKb¸wbqv R¦‡ii
AvµgY nq| 1952 mv‡j ZvbRvwbqvq cÖ_g
wPKb¸wbqv fvBivm aiv c‡o|
16. Kw¤úDUv‡ii ¯’vqx ¯§„wZ‡K e‡j -
a) ROM b) Compact Disk
c) Hard Disk d) RAM ans. A
Solution: Kw¤úDUv‡ii ¯’vqx ¯§„wZkw³‡K ejv nq ROM
ev Read Only Memory. ROM-G mwÂZ Z_¨vw`
†Kej eënvi Kiv hvq wKš—y †Kv‡bv iKg ms‡hvRb,
we‡qvRb ev cwieZ©b Kiv hvq bv|
RAM ev Random Access Memory Kw¤úDUv‡ii
A¯’vqx †g‡gvwi| we`y¨r cÖevn eÜ n‡j i¨v‡g mwÂZ
mKj †WUv I †cÖvMÖvg gy‡Q hvq| GRb¨ G‡K A¯’vqx
†g‡gvwi ev Volatile †g‡gvwi ejv nq|
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17. m¤úªwZ weª‡U‡bi mvaviY wbe©vP‡b †Kvb `j Rqx nq?
a) KbRvi‡fwUf cvwU© b) †W‡gv‡µwUK BDwbqb
c) ¯‹wUk Gjv‡qÝ d) †jevi cvwU© ans. A
Solution: weª‡U‡b AvMvg RvZxq msm` wbe©vP‡b 650 Avmb
wewkó weªwUk cvjv©‡g‡›U †_‡imv †gÕi †bZ…Z¡vaxb
KbRvi‡fwUf cvwU© 318 Avm‡b Rqjvf K‡i DËi
Avqvij¨v‡Ûi ivR‰bwZK `j †W‡gv‡µwUK BDwbqwb÷
cvwU©i mg_©b wb‡q †Kvqvwjkb miKvi MVb K‡i|
18. KZ mv‡j gvwK©b hy³iv‡óªi bvixiv †fvUvwaKvi jvf K‡i?
a) 1820 mv‡j b) 1821 mv‡j
c) 1920 mv‡j d) 1921 mv‡j ans. C
Solution: gvwK©b hy³iv‡óªi bvixiv †fvUvwaKvi cÖ`vb K‡i
1920 mv‡j (KvbvWv 1917, hy³ivR¨ 1918,
wbDwRj¨vÛ 1893)|
19. wcucov I †gŠgvwQi Kvg‡o _v‡K -
a) A¨vmKiweK GwmW b) A·vwjW GwmW
c) wg_vbwqK GwmW d) UviUvwiK GwmW ans.C
Solution: wcucov, †gŠgvwQ I †evjZvi Kvg‡o diwgK
GwmW _v‡K|
20. Gqvi‡dvm© Iqvb wK?
a) weª‡U‡bi cÖavbgš¿xi wegvb
b) ivwkqvi ivóªcwZi wegvb
c) Av‡gwiKvi ivóªcwZi wegvb
d) †¯ú‡bi ivwYi wegvb ans. C
Solution: Gqvi‡dvm© Iqvb gvwK©b hy³iv‡óªi ivóªcwZi
AvKvk ågY Kivi GK AmvaviY evnb, ¶gZv, †kŠh©,
exh© Avi we‡Ëi GK AmvaviY mswgkÖY|
21. †Kvb h‡š¿i mvnv‡h¨ mgy‡`ªi MfxiZv gvcv nq?
a) _v‡g©vwgUvi b) d¨v‡`vwgUvi
c) ùxM‡gvg¨v‡bvwgUvi d) wiLUvi †¯‹j ans. B
Solution: d¨v‡`vwgUvi: mgy‡`ªi MfxiZv cwigvcK hš¿;
ùxM‡gvg¨v‡bvwgUvi: i³Pvc gvcvi hš¿, _v‡g©vwgUvi:
ZvcgvÎv gvcvi hš¿; Ges f~wgK¤ú gvcvi hš¿ n‡jv
wmm‡gvMÖvd| G h‡š¿ wiLUvi †¯‹j _v‡K| Gi mvnv‡h¨
f~wgK‡¤úi gvÎv ev ZxeªZv gvcv hvq|
22. What is the synonymous word of ‘augment’?
a) Beautify b) Increase
c) Segment d) Calm ans. B
Solution: Augment- e„w× Kiv, e„w× cvIqv| Increase-
e„w× cvIqv| Segment- UzK‡iv, Ask|
Augment I Increase ci¯úi synonymous.
23. Where there is a will, there is ____.
a) a well-wisher b) many ways
c) a way d) a path ans. C
Solution: GwU GKwU bxwZ evK¨| hvi A_© ÒB”Qv _vK‡j
Dcvq nq|Ó
24. Zzwg wK Rv‡bv †m †Kv_vq _v‡K?
a) Do you know where does he live?
b) Do you know where he live?
c) Do you know where he is live?
d) Do you know where he lives? ans. D
25. The synonym of ‘abandon’ is.
a) try b) join
c) keep with d) leave ans. D
Solution: Abandon-†Q‡o hvIqv/ †`qv|
26. Alice went to market with a view to (to
purchase) ____ a dress.
a) purchase b) purchased
c) purchases d) purchasing ans. D
Solution: evK¨ With a view to Gici Verb _vK‡j Gi
mv‡_ ‘ing’ hy³ nq| With a view to gv‡b †Kvb
Kv‡Ri D‡Ï‡k¨|
27. A ____ in time saves nine.
a) money b) penny
c) stitch d) saving ans. C
Solution: A_© Òmg‡qi GK †duvo Amg‡qi `k †duvo|
28. A man is known by the ____ he keeps.
a) words b) company
c) contribution d) relatives ans. B
29. I saw him going to market. (Compound)
a) I saw him and he was going to market
b) I saw him who was going to market
c) I saw him to go to market
d) I go to market which he was ans. A
Solution: Compound sentence nj †mB me sentence
†hLv‡b `yB ev Z‡ZvwaK evK¨ and/ or/ but BZ¨vw`
Conjunction Øviv hy³ _v‡K|
30. †m muvZiv‡Z Rv‡bbv|
a) He does not know swim.
b) He does not know to swimming.
c) He does not know how to swim.
d) He don’t know swimming. ans. C
Solution: †Kvb wKQz cviv ev Rvbv A‡_© How to e¨eüZ nq|
31. I helped her solve the problem. (Passive)
a) She was helped solve the problem
b) The problem was solved by me
c) She was helped to solve the problem by me.
d) Her problem was solved by me ans. C
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32. Jerry was only four years old. (Negative)
a) Jerry was not four years old
b) Jerry was not more than four years old
c) No one but Jerry was four years old
d) None but Jerry was four years old ans. B
Solution: evK¨wU‡Z ejv Av‡Q Ô†Rwii gvÎ Pvi eQiÕ| Gi
bv evPK nj: Jerry was not more than four years
old; gv‡b Ò†Rwii eqm Pvi eQ‡ii †ewk bq|Ó
33. Upoma came here late. Here ‘late’ is
a) adjective b) adverb
c) verb d) noun ans. B
Solution: Dcgv GLv‡b †`wi K‡i G‡mwQj| Adverb
ev‡Kï we‡kl¨ I we‡klY ev‡` Ab¨ wKQz‡K cÖfvweZ
K‡i| GLv‡b, †`wi K‡i Avmv eywS‡q‡Q| †Kgb K‡i
G‡mwQj? DËi n‡e Ô†`wi K‡iÕ|
34. What is the noun form of include?
a) Includement b) Inclusion
c) Inclution d) Includeness ans. B
35. Orthita as well as Obhinibesh (to be) ____
attending the party.
a) are b) is
c) have been d) been ans. B
Solution: as well as _vK‡j cieZ©x Subject Abyhvqx verb
e‡m| GLv‡b Obhinibesh is attending the party.
36. He gave me a dress which was expensive.
(Simple)
a) He gave me a dress expensive
b) He gave me a dress it was expensive
c) He gave me a expensive dress
d) He gave me an expensive dress ans. D
Solution: Simple Sentence-G GKwU gvÎ mgvwcKv
wµqv _v‡K|
37. Rome was not built in a day. (Active)
a) The Romans did not build Rome in a day
b) People were not build Rome in a day
c) The Romans were not build Rome in a day
d) A day was not built by Rome ans. A
38. To carry coal to
a) Narayangonj b) Newcastle
c) England d) Lahore ans. B
Solution: To carry coal to Newcastle - †Zjv gv_vq
†Zj †Ìqv|
39. †Zvgvi evev Kx K‡ib?
a) What is your father?
b) What is your father doing?
c) What does your father?
d) What your father does? ans. A
40. Money is sweeter than honey. (Negative)
a) Honey is not so sweet as money
b) Money is not as sweet as honey
c) Nothing is as sweet as money and honey
d) Honey is not sweeter than money ans. A
Solution: Money is sweeter than honey- UvKv gayi
†P‡qI wgwó| Gi bv-evPK evK¨ nj ÒHoney is not
so sweet as money (gay UvKvi gZ GZ wgwó bq)Ó
41. How Karim has solved the problems ____ ?
a) are really difficult b) actually wonderful
c) astounds us all d) really nice ans. C
Solution: Kwig wK K‡i mgm¨vwUi mgvavb Kij Avgv‡ì
AevK evwb‡q w`‡q‡Q|
42. A wearer knows where
a) a man goes b) the pain disturbs
c) the shoe pinches d) he is right ans. C
Solution: evK¨wU G iKg Òhvi e¨v_v †mB ey‡S|Ó GKRb
RyZv cwiavbKvix fvj ej‡Z cvi‡eb RyZvwUi †Kvb
AskwU ev †Kgb K‡i Zvi cv‡q e¨v_v w`‡q‡Q|
43. †Kvb k‡Z© loga
a
= 1
a) a > 0 b) a  0
c) a > 0, a  1 d) a  0, a > 0 ans. C
Solution: a > 0, a  1 GUvB kZ©|
44. GKwU KvR ÔKÕ 3 w`‡b Ges ÔLÕ 6 w`‡b Ki‡Z cv‡i|
K I L GK‡Î KvRwU KZ w`‡b Ki‡Z cvi‡e?
a) 5 w`b b) 4 w`b
c) 3 w`b d) 2 w`b ans. D
Solution: K I L 1 w`‡b Ki‡Z cv‡i
=




1
3 +
1
6 Ask =
2 + 1
6 =
1
2 Ask
 K I L †gvU 2w`‡b KvRwU Ki‡Z cvi‡e|
45. GKwU AvqZvKvi evMv‡bi ˆ`N©¨ Gi cÖ‡¯’i wZb¸Y Ges
cwimxgv 24 wgUvi, evMvbwUi †¶Îdj KZ?
a) 27 eM©wgUvi b) 30 eM©wgUvi
c) 18 eM© wgUvi d) 9 eM©wgUvi ans. A
Solution: awi, cÖ¯’ x wgUvi I ˆ`N©¨ 3x wgUvi
 2 (x + 3x) = 24  x = 3
 †¶Îdj = (3  3x) eM© wgUvi = 27 eM©wgUvi
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46. 40 n‡Z 100 Gi ga¨eZ©x e„nËg I ¶y`ªZg †gŠwjK
msL¨vØ‡qi Mo KZ?
a) 61 b) 69
c) 71 d) 73 ans. B
Solution: 40 †_‡K e„nËg I 100 Gi gv‡S ¶z`ªZg
†gŠwjK msL¨v h_vµ‡g 41 I 97|
 Mo =
41 + 97
2 = 69
47.
4
x = 0.1 n‡j, x Gi gvb KZ?
a) 0.1 b) 0.01
c) 0.001 d) 0.0001 ans. D
Solution:
4
x = 0.1  ( )
4
x
4
= ( )
1
10
4
 ( )
x
1
4
4
=
1
10 4  x =
1
10000
= 0.0001
48. GKwU LvZv 36 UvKvq weµq Ki‡j hZ ¶wZ nq 72
UvKvq weµq Ki‡j Zvi wØ¸Y jvf nq, LvZvwUi
µqg~j¨ KZ?
c) 24 UvKv d) 12 UvKv ans. B
Solution: awi, µqg~j¨ = x UvKv
cÖkœg‡Z, 2 (x  36) = 72  x
 2x  72 = 72  x
 3x = 144
 x = 48
49. kZKiv evwl©K KZ UvKv nvi gybvdvq 650 UvKvi 6
eQ‡ii gybvdv 273 UvKv n‡e?
a) 7 b) 6.50
c) 6 d) 8 ans. A
Solution: Avgiv Rvwb, I = Pnr
 273 = 650  6 
r
3  r = 7%
50. GKwU µwgK mgvbycv‡Zi 1g I 3q ivwk h_vµ‡g 4 I
16 n‡j, Gi ga¨ mgvbycvZx KZ ?
a) 12 b) 8
c) 14 d) 20 ans. B
Solution: ga¨mgvbycvwZK = 1g ivwk  3q ivwk
= 4  16 = 8
51. ( )
3
x + 1
= ( )
3
3
2x - 1
n‡j x = KZ?
a) 3 b) 4
c) 5 d) 6 ans. C
Solution: ( )
3
x + 1
= ( )
3
3
2x - 1
 3
x + 1
2
= 3
2x - 1
3

x + 1
2
=
2x  1
3
 3x + 3 = 4x  2
 x = 5
52. GKwU UªvwcwRqv‡gi D”PZv 8 †m: wg: Ges mgvš—ivj
evûØ‡qi ˆ`N©¨ h_vµ‡g 9 †m: wg: Ges 7 †m: wg: n‡j
†¶Îdj KZ eM© †m: wg:?
a) 24 b) 64
c) 96 d) 100 ans. B
Solution: UªvwcwRqv‡gi D”PZv 8 †m.wg.
mgvš—ivj evû h_vµ‡g 9 I 7 †m.wg.
 †¶Îdj =
1
2
(9 + 7)  8 = 64 eM© †m.wg.
53. x +
1
x
= 5 n‡j,
x
x2
+ x + 1
Gi gvb KZ ?
a)
1
2
b)
1
3
c)
1
4
d)
1
6
ans. D
Solution: †`Iqv Av‡Q, x +
1
x
= 5

x2
+ 1
x
= 5  x2
+ 1 = 5x

x
x2
+ x + 1
=
x
5x + x
=
x
6x
=
1
6
54. x = 1 + 3 n‡j x3
= KZ?
a) 4 + 3 3 b) 5 + 6 3
c) 10 + 9 3 d) 10 + 6 3 ans. D
Solution: x = 1 + 3
 x3
= (1 + 3 )3
= 1 + ( )
3
3
+ 3.1. 3 (1 + 3 )
= 1 + 3 3 + 3 3 + 9 = 10 + 6 3
55. (17)
x = KZ?
a) 17x b) 17
c) x d) 1 ans. C
Solution: (17)
x = x [a
= 1]
56. tan = 3 n‡j, cos = KZ?
a)
3
2
b)
1
2
c)
1
2
d) 1 ans. C
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Solution: tan = 3
 tan60
= 3 ;  = 60
Therefore, cos60
=
1
2
57. hw` a + b + c = 5 Ges a2
+ b2
+ c2
= 9 nq; Z‡e
ab + bc + ca = KZ?
a) 16 b) 8
c) 34 d) 12 ans. B
Solution: †`qv Av‡Q a + b + c = 5 & a2
+ b2
+ c2
= 9
Avgiv Rvwb,
(a + b + c)2
= a2
+ b2
+ c2
+ 2(ab + bc + ca)
 2 (ab + bc + ca) = (5)2
 9 = 25  9 = 16
 ab + bc + ca = 8
58. Z‡ji gvÎv KqwU?
a) 2 wU b) 3 wU
c) 4 wU d) 6 wU ans. A
Solution: Z‡ji gvÎv 2wU| ˆ`N©¨ Avi cÖ¯’|
59. a2
 c2
 2ab + b2
Gi mwVK Drcv`K †KvbwU?
a) (a + b + c)(a  b + c) b) (a  b  c)(a  b + c)
c) (a  b  c)(a + b  c) d) (a + b + c)(a  b  c)
ans. B
Solution: a2
 c2
 2ab + b2
= (a2
 2ab + b2
)  c2
= (a  b)2
 c2
= (a  b + c) (a  b  c)
60. GKwU e„‡Ëi e¨vm 26 †m: wg: n‡j Gi cwiwa KZ?
a) 13 †m: wg: b) 26 †m: wg:
c) 52 †m: wg: d) 39 †m: wg: ans. B
Solution: e„‡Ëi e¨vm, d = 26 †m: wg:; e¨vmva©, r = 13 †m:wg:
 cwiwa = 2r = 26 †m: wg:
61. ABC mgevû wÎfz‡Ri cÖ‡Z¨K evûi ˆ`N©¨ x n‡j,
wÎfzRwUi †¶Îdj KZ?
a)
3
4
x 3
eM©GKK b)
3
4
x 2
eM©GKK
c)
4
3
x 2
eM©GKK d) x 3
eM©GKK ans. B
62. GKwU PZzfy©‡Ri PviwU †Kv‡Yi AbycvZ 1 : 2 : 2 : 3
n‡j e„nËi †Kv‡Yi cwigvY KZ?
a) 100 b) 115
c) 135 d) 225 ans. C
Solution: †Kv‡Yi AbycvZ¸‡jvi †hvMdj 1 + 2 + 2 + 3 = 8
Avgiv Rvwb, PZzfy©‡Ri Pvi †Kv‡Yi mgwó 360
 e„nËi †Kv‡Yi gvb = 360 
3
8 = 135
63. GKwU i¤^‡mi cÖwZwU evûi ˆ`N©¨ 5 †mw›UwgUvi|
i¤^mwUi †¶Îdj KZ eM© †mw›UwgUvi?
a) 24 b) 60
c) 12 d) 48 ans. A
Solution: cÖkœvbyhvqx cÖ_‡gB wPÎ AuvwKt
ABCD i¤^‡mi AC Ges BD KY©Øq O we›`y‡Z wgwjZ
n‡q‡Q|
D³ i¤^‡m 4wU mg‡KvYx wÎfyR Drcbœ n‡q‡Q hv‡ì
evû¸wj n‡jv 3, 4, Ges 5cm
 AO = 4cm Ges BO = 3cm
 AC = 8cm Ges BD = 6cm
 i¤^‡mi †¶Îdj =
1
2
 KY©Ø‡qi ¸Ydj =
1
2
 8  6 = 24cm2
64. Ôexi mš—vb cÖme K‡i †h bvixÕ GK K_vq Zv‡K Kx e‡j?
a) exicyÎ b) iZœMf©v
c) ¯^Y©gvZv d) exicÖm~ ans. D
65. ï× evbvb †KvbwU?
a) †ókb b) i“M&Y
c) wecÖKm© d) mvavib ans. B
Solution:
Aï× †ókb wecÖKm© mvavib
ï× †÷kb wecÖKl© mvaviY
66. Ôcvnv‡oi Xvj †e‡q Rj bvg‡QÕ ev‡K¨ ÔRjÕ †Kvb
a) KZ…©Kvi‡K 7gx b) Kg©Kvi‡K k~b¨
c) KiY Kvi‡K k~b¨ d) KZ…©Kvi‡K k~b¨ ans. B
Solution: hv‡K Avkªq K‡i KZ©v wµqv m¤úbœ K‡i Zv‡K
Kg©KviK e‡j| ev‡Kï wµqv‡K ÔwKÕ ev ÔKv‡KÕ w`‡q
cÖkœ Ki‡j Kg©KviK cvIqv hvq|
67. A_© Abymv‡i ÔnwiYÕ †Kvb ai‡bi kã?
a) †hŠwMK b) †gŠwjK
c) †hvMiƒp d) iƒwp ans. D
Solution: †h kã cÖZ¨q ev DcmM©‡hv‡M g~j k‡ãi A‡_©i
AbyMvgx bv n‡q Ab¨ †Kv‡bv wewkó A_© Ávcb K‡i,
Zv‡K iƒwp kã e‡j| †hgbt n¯—x, M‡elYv, euvwk,
ˆZj, cÖexY, m‡›`n BZ¨vw`|
68. ÔA¤^yÕ k‡ãi mgv_©K kã †KvbwU?
a) Rjwa b) MMb
c) cvwb d) Aebx ans. C
Solution: ÔA¤y^Õ Gi mgv_©K kã¸‡jv n‡jvt Rj, bxi,
mwjj, evwi| D‡j L¨ †h, A¤^y` A_© †gN Avi A¤î
A_© AvKvk ev MMY|
69. ÔP¶z`vb KivÕ evMavivwUi A_© Kx?
a) c¶cvwZZ¡ Kiv b) †mŠfvM¨ jvf
c) Pzwi Kiv d) bó Kiv ans. C
D C
B
A
5
O
4 3
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70. evsjv eY©gvjvq c~Y©gvÎv, Aa©gvÎv I gvÎvnxb e‡Y©i
msL¨v h_vµ‡g
a) 32, 8, 10 b) 32, 7, 11
c) 30, 8, 12 d) 32, 7, 9 ans. A
Solution:
e‡Y©i bvg ¯îeY© e¨ÄbeY© msL¨v
gvÎvnxb eY© 4wU h_vt
G, H, I, J
6wU h_vt
O, T, r, s, t, u
10wU
Aa©gvÎvi eY© 1wU h_vt F 7wU h_vt L, M,
Y, _, a, c, k
8wU
c~Y©gvÎvi eY© 6wU h_vt A, Av,
B, C, D, E
26wU 32wU
71. wb‡Pi †KvbwU †Nvl AícÖvY eY©?
a) U b) _
c) W d) f ans. C
Solution: AícÖvY I gnvcÖvY Ges A‡Nvl I †Nvl ¯úk© e¨Äb
I bvwmK¨ e¨Äb¸‡jv‡K wb‡Pi Q‡K †`Lv‡bv n‡jvt
D”PviY ¯’vb
A‡Nvl †Nvl
AícÖvY gnvcÖvY AícÖvY gnvcÖvY bvwmK¨
KÉ K L M N O
Zvjy P Q R S T
g~a©v U V W X Y
`š— Z _ ` a b
Iô c d e f g
Drmt evsjv fvlvi e¨vKiY (beg I `kg †kªwY)|
72. Ô`xc¨gvbÕ k‡ãi mwVK cÖK…wZ I cÖZ¨q †KvbwU?
a) √`xc¨ + gvb b) √`xc¨ + gvbP
c) √w`c + kvbP d) √`xc& + kvbP& ans. D
73. wb‡Pi †Kvb kãwU mvay fvlvq eënv‡ii Dc‡hvMx?
a) ïK‡bv b) mv‡_
c) RyZv d) ey‡bv ans. C
Solution: fvlvi Dcv`v‡b mvay I PwjZ ixwZi cv_©K¨t
c` we‡klY Ae¨q we‡kl¨ we‡klY
mvay ï®‹/ïKbv mwnZ RyZv eb¨
PwjZ ïK‡bv m‡½/mv‡_ Ry‡Zv ey‡bv
74. ÔgnKzgvÕ kãwU †Kvb fvlv †_‡K G‡m‡Q?
a) ZzwK© b) Aviwe
c) dviwm d) divwm ans. B
Solution: Aviwe fvlvq Av‡iv wKQz ¸i“Z¡c~Y© kã n‡jvt
Zzdvb, gvwm©qv, Avj vn, nvivg, nvjvj|
75. †KvbwU ÔwbcvZ‡b wm×Õ cÖZ¨qhy³ kã?
a) ˆke b) †mŠi
c) ˆè d) ˆPÎ ans. B
Solution:
wbcvZ‡b ms¯‹…Z Zw×Z cÖZ¨q m~h© + ò = †mŠi|
wKš‘ mvaviY wbq‡g myi + ò (A) = †mŠi|
76. D×iY wP‡ýi c~‡e© (LÊev‡Kï †k‡l) emv‡Z n‡e
a) Kgv b) †Kvjb
c) †Kvjb W¨vm d) nvB‡db ans. A
Solution: evsjv ev‡K¨ Kgv (,) wewfbœfv‡e eëüZ n‡Z
cv‡i| †hgbt D×iY wP‡ýi c~‡e© (LÊev‡Kï †k‡l) Kgv
emv‡Z n‡e| h_vt mv‡ne ej‡jb, ÒQzwU cv‡eb bvÓ|
gv‡mi ZvwiL wjL‡Z evi I gv‡mi ci ÔKgvÕ em‡e|
h_vt 16B †cŠl, eyaevi, 1399 mb|
evwo ev iv¯—vi b¤^‡ii c‡i Kgv em‡e| h_vt 68,
bevecyi †ivW, XvKv-1000|
bv‡gi c‡i wWwMÖm~PK cwiPq ms‡hvwRZ n‡j †m¸‡jvi
cÖ‡Z¨KwUi c‡i Kgv em‡e| h_vt W±i gyn¤§` Gbvgyj
nK, Gg.G.wc-GBP.wW|
77. Phoneme k‡ãi A_©
a) kãg~j b) bvg cÖK…Z
c) iƒc d) aŸwbg~j ans. D
Solution: bvg cÖK…Zt ÔnvZj, dz‡jj, gyLiÕ GB kã¸‡jv
we‡k lY Ki‡j Avgiv cvB ÔnvZ + j = nvZj
(euvU), dzj + Gj = dz‡jj (dzjRvZ) Ges gyLi + i
= gyLi (evPvj)Õ| GLv‡b nvZ, dzj Ges gyL
kã¸‡jv‡K ejv nq cÖK…wZ ev g~j Ask| G¸‡jvi bvg
cÖK…wZ|
iƒct GK ev GKvwaK aŸwbi A_©‡evaK mw¤§j‡b kã
ˆZwi nq, k‡ãi ¶z`ªvsk‡K ejv nq iƒc
(Morpheme). iƒc MVb K‡i kã| †mB Rb¨
kãZË¡‡K iƒcZË¡ (Morphology) ejv nq|
aŸwbg~jt gvby‡li evK cÖZ½ A_©vr KÉbvwj, gyLweei,
Avj-wRnŸv, †Kvgj Zvjy, k³ Zvjy, ùvZ, gvwo,
†Pvqvj, †VuvU BZ¨vwì mvnv‡h¨ D”PvwiZ AvIqvR‡K
ÔaŸwbÕ ejv nq| evK cÖZ½RvZ aŸwbi m~²Zg †gŠwjK
Ask ev GKK‡K aŸwbg~j (Phoneme) e‡j|
78. ÔþÕ Gi mwVK we‡k lY †KvbwU?
a) K + l b) n& + g
c) n + b d) l + Y ans. B
79. ÔLvZKÕ Gi wecixZ kã
a) Awbó b) jv‡qK
c) †jvKmvb d) gnvRb ans. D
Solution: g~j kã Awbó jv‡qK †jvKmvb
wecixZ kã Bó bvjv‡qK jvf
80. Apenthesis Gi A_©
a) ¯îm½wZ b) AwcwbwnwZ
c) AwfkÖ“wZ d) ¯îvMg ans. B
Solution:
kã evsjv cÖwZkã
Anaptyxis wecÖKl© ev ¯îfw³
Apothesis Aš—¨¯îvMg
Apenthesis AwcwbwnwZ
Aphesis Avw`¯î‡jvc
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Umlaut AwfkÖ“wZ
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bgybv cÖkœ 03
01. x2
– y2
, x2
+ xy + y2
, x3
– y3
ivwkÎ‡qi j.mv.¸.
a) (x2
– y2
) (x2
+ xy + y2
) b) x3
– y3
c) x – y d) x + y ans. A
Solution: 1g ivwk = x2
– y2
= (x + y)(x – y)
2q ivwk = x2
+ xy + y2
3q ivwk = x3
– y3
= (x – y)(x2
+ xy + y2
)
 wb‡Y©q j.mv.¸. = (x + y) (x – y)(x2
+ xy + y2
)
= (x2
– y2
) (x2
+ xy + y2
)
02. GKwU e‡M©i K‡Y©i ˆ`N©¨ 6 2 GKK n‡j Dnvi
cwimxgvi A‡a©K
a) 6 GKK b) 12 GKK
c) 20 GKK d) 24 GKK ans. B
Solution: g‡b Kwi, e‡M©i GKevûi ˆ`N©¨ = a GKK
 e‡M©i K‡Y©i ˆ`N©¨ = a 2 GKK
cÖkœg‡Z, a 2 = 6 2
 a = 6
 e‡M©i cwimxgv = 4a = 4  6 = 24 GKK
 e‡M©i Aa©cwimxgv =
24
2 = 12 GKK
03. GKwU c vUd‡g©i ˆ`N©¨ 200 wgUvi| 250 wgUvi j¤^v
GKwU †Uªb‡K AwZµg Ki‡Z †h `~iZ¡ AwZµg Ki‡Z
n‡e Zv n‡jv
a) 200 wgUvi b) 250 wgUvi
c) 350 wgUvi d) 450 wgUvi ans. D
Solution: †UªbwU †gvU AwZµg Ki‡e
= †UªbwUi wb‡Ri ˆ`N©¨ + c vUd‡g©i ˆ`N©¨
= 250 wgUvi + 200 wgUvi = 450 wgUvi|
04.
1
5
logx ( )
2187 3 = 1 n‡j x Gi gvb KZ?
a) 3 3 b) 3
c) 3 d)
1
3
ans. A
Solution: †`Iqv Av‡Q,
1
5
logx( )
2187 3 = 1

1
5
logx( )
37
 3
1
2 = 1

1
5
logx3( )
7 +
1
2 = 1

1
5
logx3
15
2 = 1
 logx3
15
2

1
5 = 1
 logx3
3
2 = 1
 logx( )
3
3
= 1
 x1
= ( )
3
3
 x = ( )
3
2
 3
 x = 3 3
05. 4 GKK aviwewkó GKwU Nb‡Ki `yBwU K‡Y©i mgwó
KZ GKK?
a) 3 b) 4 3
c) 8 3 d) 16 3 ans. C
Solution:
Avgiv Rvwb, Nb‡Ki K‡Y©i ˆ`N©¨ = a 3 = 4 3 GKK
 Nb‡Ki 2wU K‡Y©i mgwó = 4 3 + 4 3 = 8 3 GKK
06. `yBwU µwgK ¯^vfvweK msL¨vi e‡M©i Aš—i 17 n‡j
msL¨vØ‡qi †hvMdj
a) 8 b) 9
c) 17 d) 18 ans. C
Solution: Avgiv Rvwb, `ywU µwgK ¯^vfvweK msL¨vi e‡M©i
Aš—i = msL¨v`ywUi †hvMdj|
awi, µwgK msL¨v `yBwU h_vµ‡g, x Ges (x + 1)
cÖkœg‡Z, (x + 1)2
– x 2
= 17
 x 2
+ 2x + 1 - x2
= 17
 2x + 1 = 17
 2x = 17 - 1
 x =
16
2 = 8
 msL¨vØq h_vµ‡g 8 Ges 9
 msL¨vØ‡qi †hvMdj = 8 + 9 = 17
07. x2
+ y2
+ z2
= 4, x + y – z = 8 n‡j yz + zx – xy
Gi gvb
a) – 60 b) – 30
c) 30 d) 60 ans. B
Solution: †`Iqv Av‡Q, x2
+ y2
+ z2
= 4 ....... (i)
Ges x + y – z = 8 ...................... (ii)
mgxKiY (ii) bs n‡Z cvB,
x + y – z = 8
 (x + y – z)2
= (8)2
[eM© K‡i]
 {(x + y) – z}2
= 64
 (x + y)2
– 2(x + y)  z + (z)2
= 64
 x2
+ 2xy + y2
– 2xz – 2yz + z2
= 64
 x2
+ y2
+ z2
– 2xz – 2yz + 2xy = 64
 x2
+ y2
+ z2
– 2(yz + zx – xy) = 64
 4 – 2(yz + zx – xy) = 64
 – 2(yz + zx – xy) = 64 – 4
 yz + zx – xy =
60
- 2
 yz + zx – xy = – 30
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08. GKwU mgwØevû wÎfy‡Ri mgvb evûØ‡qi cÖwZwUi ˆ`N©¨
4 GKK n‡j, Dnvi †¶Îdj KZ eM© GKK?
a) 3 b) 2 3
c) 3 3 d) 4 3 ans. Note
Solution: cÖ‡kœ fyj Av‡Q| KviY, f~wgi ˆ`N©¨ †`qv †bB|
f~wgi ˆ`N©¨ †`qv _vK‡j
b2
4
4a2
- b2
m~ÎwU eënvi
K‡i mgvavb Kiv †hZ|
GLv‡b, b n‡jv f~wgi ˆ`N©¨ Ges a mgvb evûi ˆ`N©¨|
09. 15 †_‡K 30 Gi g‡a¨ †gŠwjK msL¨v¸‡jvi †hvMdj
KZ?
a) 88 b) 78
c) 87 d) 65 ans. A
Solution: 15 †_‡K 30 Gi g‡a¨ †gŠwjK msL¨v¸‡jv n‡jv
17, 19, 23, 29
 msL¨v¸‡jvi †hvMdj = 17 + 19 + 23 + 29 = 88
10. ¯^vfvweK msL¨vi e‡M©i mgwó KZ?
a)
n(n + 1)(2n + 1)
6
b)
n(n + 1)
2
c) { }
n(n + 1)
2
2
d) n2
ans. A
Solution:
Ackb b): ¯^vfvweK msL¨vi mgwói m~Ît
n(n + 1)
2
Ackb c): Nb msL¨vi mgwói m~Ît { }
n(n + 1)
2
2
11. tan = –
5
12
,

2
<  <  n‡j cosec Gi gvb KZ?
a) –
5
12
b) –
13
5
c)
5
13
d)
13
5
ans. D
Solution: †`qv Av‡Q, tan = –
5
12
Avgiv Rvwb, sec2
 = 1 + tan2

 sec = 1 + tan2
 = 1 + ( )
-
5
12
2
= 1 +
25
144
=
144 + 25
144
=
169
144
=
13
12

1
sec
=
1
13
12
 cos =
12
13
Avevi, sin2
 = 1 - cos2
 = 1 - ( )
12
13
2
= 1 -
144
169
=
169 - 144
169
=
25
169
 Sin =
5
13

1
cosec
=
1
5
13
 cosec =
13
5
12. 6 – x –
9
x
= 0 n‡j x2
 (x2
– x – 3) Gi gvb KZ?
a) 0 b) 1
c) 2 d) 3 ans. D
Solution: †Ìqv Av‡Q, 6 – x –
9
x
= 0
 x +
9
x
= 6

x 2
+ 9
x
= 6
 x2
+ 9 = 6x
 x2
– 6x + 9 = 0
 x2
– 3x – 3x + 9 = 0
 (x – 3)(x – 3) = 0
 (x – 3)2
= 0
 x – 3 = 0
 x = 3
GLb, cÖ`Ë ivwk x2
 (x2
– x – 3)
= 32
 (32
– 3 – 3) = 9  (9 – 6) = 9 
1
3
= 3
13. x – 2 = 3 n‡j x4
+
1
x 4 Gi gvb KZ?
a) 196 b) 194
c) 192 d) 198 ans. B
Solution: †Ìqv Av‡Q, x – 2 = 3
 x = 2 + 3

1
x
=
1
2 + 3
=
2 - 3
( )
2 + 3 ( )
2 - 3
=
2 - 3
4 - 3
= 2 – 3
 x +
1
x
= 2 + 3 + 2 – 3 = 4
 cÖ`Ë ivwk x4
+
1
x 4 = (x2
)
2
+ ( )
1
x 2
2
= ( )
x2
+
1
x2
2
– 2  x2

1
x 2
=






( )
x +
1
x
2
- 2  x 
1
x
2
– 2 = { }
( )
4
2
- 2
2
– 2
= (16 – 2)2
– 2 = 142
– 2 = 196 – 2 = 194
14. 4 †mw›UwgUvi, 5 †mw›UwgUvi Ges 9 †mw›UwgUvi
evûwewkó wÎfy‡Ri †¶Îdj KZ eM© GKK?
a) 0 b) 60
c) 80 d) 120 ans. A
Solution: Avgiv Rvwb, wÎfy‡Ri cwimxgv 2s = a + b + c
GLv‡b, a = 4cm; b = 5cm; c = 9cm.
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 s =
a + b + c
2
=
4 + 5 + 9
2
=
18
2
= 9 cm
 wÎfy‡Ri †¶Îdj = s(s - a)(s - b)(s - s)
= 9(9 - 4)(9 - 5)(9 - 9)
= 9  5  4  0 = 0 cm2
15. (sec + tan) =
7
5
n‡j (sec – tan) Gi gvb KZ?
a)
5
7
b)
3
7
c)
3
5
d)
1
5
ans. A
Solution: †`qv Av‡Q, (sec + tan) =
7
5

1
sec + tan
=
1
7
5

sec2
 + tan2

sec + tan
=
5
7

(sec + tan)(sec - tan)
sec + tan
=
5
7
 sec - tan =
5
7
16.
1
|2x - 5|
<
1
3
Gi mgvavb
a) x < 4, x > 4 b) x > 1, x > 4
c) x < 1, x < 4 d) 1 < x < 4 ans. C
Solution: x abvZ¥K n‡jt
1
|2x - 5|
<
1
3
 2x – 5 > 3  2x > 8  x > 4
Avevi, x FbvZ¥K n‡jt – | |
1
2x - 5
<
1
3
 – (2x – 5) > 3  (2x – 5) < – 3
 2x – 5 + 5 < – 3 + 5  2x < 2  x < 1
 wb‡Y©q mgvavb x < 1 Ges x > 4.
17. A Ges B ci¯úi c~iK Ges †KvY `ywUi AbycvZ
3 : 2 n‡j A Gi gvb KZ?
a) 36 b) 18
c) 54 d) 45 ans. C
Solution: awi, †KvY `ywU 3x Ges 2x
cÖkœg‡Z, 3x + 2x = 90
 5x = 90
 x =
90
5
= 18
 A Gi cwigvY = 3  18 = 54
18. GK M v‡m ¸‡oi kie‡Z ¸o I cvwbi AbycvZ 4 :
6 n‡j ¸‡oi cwigvY KZ?
a) 10% b) 20%
c) 30% d) 40% ans. D
Solution: Abycv‡Zi †hvMdj = 4 + 6 = 10
 ¸‡oi cwigvY = ( )
4
10
 100 = 40%
19. GKwU AvqZ‡¶‡Îi `yBwU mwbœwnZ evûi ˆ`N©¨ h_vµ‡g
9 Ges 12 †mw›UwgUvi| Aš—fy©³ †KvY KZ n‡j
AvqZwU AuvKv m¤¢e?
a) 90 b) 42
c) 45 d) 60 ans. A
Solution: AvqZ‡¶‡Îi mwbœwnZ evûØ‡qi ˆ`N©¨ hv-B †nvK
bv †Kb AvqZ‡¶Î AuvK‡Z n‡j evûØ‡qi Aš—f~©³
†Kv‡Yi gvb 90 n‡Z n‡e|
20. `yBwU µwgK msL¨vi e‡M©i Aš—i 23 n‡j msL¨vØq KZ?
a) 11, 12 b) 10, 11
c) 12, 13 d) 9, 10 ans. A
Solution: g‡b Kwi, msL¨v `ywU x Ges x + 1
cÖkœg‡Z, (x + 1)2
- x2
= 23
 x2
+ 2x + 1 - x2
= 23  2x + 1 = 23
 2x = 23 - 1  x =
22
2 = 11
Ab¨wU = x + 1 = 11 + 1 = 12
 msL¨v `yBwU 11, 12|
21. Choose the correct sentence:
a) A few of the three boys got a prize.
b) Each of the three boys got a prize.
c) Every of the three boys got a prize.
d) All of the three boys got a prize. ans. B
Solution: wZbRb evj‡Ki cÖ‡Z¨K‡K Avjv`v K‡i eySv‡Z
Each of the three boys Gi eënvi wVK Av‡Q|
Ab¨ Ackb¸‡jv‡Z ev‡Kï MVb wVK †bB|
ev‡Kï A_©t wZbRb evj‡Ki cÖ‡Z¨‡KB GKwU K‡i
cyi¯‹vi †cj|
22. Which one is a correct sentence?
a) Every students are present today.
b) Ten kilometers are too far to walk.
c) Two-third of the students got degrees.
d) All the information is current. ans. D
Solution: Every students bv n‡q ïay Student n‡e|
ZvB Ackb a) ev`| Ten kilometers Gici are bv
n‡q is n‡e; ZvB b) AckbwUI ev`| Students
Av‡Q, ZvB Two-third bv n‡q Thirds n‡e; ZvB
Ackb c) ev`|
23. He prohibited me
a) to do it b) from doing it
c) in doing it d) do it ans. B
Solution: Prohibit somebody from doing
something A_© we‡kl wewa weavbe‡j KvD‡K †Kv‡bv
wKQz n‡Z weiZ ivLv|
ev‡Kï A_©t †m Avgv‡K GUv Kiv †_‡K weiZ †i‡LwQj|
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24. The principal along with his students ____
planting trees for two hours.
a) have been b) has been
c) is d) are ans. B
Solution: Subject Gici Along with, in addition to,
together cÖf„wZi c‡i Singular ev Plural †h
Subject B _vKzK bv †Kb Verb n‡e me©`v cÖ_g
Subject Gi Dci wbf©i K‡i| †hgbt His brother
together with his parents is going there.
ev‡Kï A_©t QvÎQvÎxmn Aa¨¶ `yB NÈv hver e„¶
†ivcY Ki‡Qb|
25. Choose the correct alternative to correct
the sentence: He ____ to see us if he had
been able to do.
a) would have come b) would may come
c) may had come d) would come ans. B
Solution: GB ai‡bi Conditional ev‡Kï mwVK MVb
n‡jvt If + Subject + had + Past Participle,
Subject + would/could/might + have + Past
Participle A_evt Subject + would/could/might
+ have + Past Participle + ..... + if + Subject +
had + Past Participle. †mB wn‡m‡e mwVK DËi b).
ev‡Kï A_©t †m cvi‡j †Zvgvi mv‡_ mv¶vr Ki‡Z
Avm‡Zv|
26. Identify the correct passive form of ‘He
made me laugh’.
a) I was made laugh by him.
b) I was made to laugh by him.
c) I was made laughing with him.
d) I was made laughing by him. ans. B
Solution: ev‡Kï A_©t Zvi Øviv Avwg nvm‡Z eva¨ njvg|
27. I have applied for the post of a Lecturer
____ English.
a) at b) of
c) for d) in ans. D
Solution: Lecturer in English A_© Bs‡iwRi cÖfvlK|
A_©vr †Kvb wel‡qi wk¶K wn‡m‡e †mB Subject Gi
c~‡e© ‘in’ emv‡Z nq|
ev‡Kï A_©t Avwg Bs‡iwR cÖfvl‡Ki c‡` PvKywii Rb¨
Av‡e`b K‡iwQ|
28. The word ‘permissive’ means
a) polite b) low-abiding
c) submissive d) liberal ans. D
Solution: Permissive A_© †Kv‡bv wKQz Ki‡Z †`qvi
†¶‡Î e¨vcK ¯^vaxbZv †`qv hvi mgv_©K n‡jv
Liberal. Polite A_© f`ª; kvjxb| Low-abiding A_©
AvBb kª×vKvix ev gvb¨Kvix| Submissive A_© ek¨;
eva¨|
29. Slow and steady ____ the race.
a) win b) wins
c) has won d) won ans. B
Solution: Slow Ges Steady GB kã `yBwU‡K ‘and’
Øviv hy³ Kivq Verb wU Plural nIqvi K_v wQj|
wKš‘ G‡¶‡Î Verb wU Singular. KviY G‡¶‡Î Slow
Ges Steady kã `ywU GKwU GKK kw³ wn‡m‡e KvR
Ki‡Q| ZvB ‘wins’ B n‡e mwVK DËi|
ev‡Kï A_©t axiZv I `„pZvi gva¨‡g Rqx nIqv hvq|
30. The verb form of ‘deceit’ is:
a) deceitful b) deceitfully
c) decisive d) deceive ans. D
Solution: Deceitful n‡jv Adjective hvi A_© KcU;
cÖZviYvc~Y©|
Deceitful n‡jv Adverb hvi A_© cÖZviYvg~jKfv‡e|
Decisive n‡jv Adjective hvi A_© P~ovš—|
D‡j L¨, Decision Gi Adjective n‡jv
Decisive.
31. What would be the right synonym for
‘initiative’?
a) apathy b) enterprise
c) indolence d) activity ans. B
Solution: Initiative A_© cÖ_g c`‡¶c| Apathy A_©
mg‡e`bv| Enterprise A_© mvnmx D‡`¨vM|
Indolence A_© Avjm¨| Activity A_© mwµqZv|
32. Identify the correct sentence
a) He is better and superior than me.
b) He is better than and superior to me.
c) He is superior than and better to me.
d) He is better and superior to me. ans. B
Solution: And Øviv Better I Superior hy³ n‡jI
G‡ì c‡i wbqg Abyhvqx h_vµ‡g ‘than’ Ges ‘to’
em‡e|
ev‡Kï A_©t †m Avgvi †P‡q fv‡jv Ges eo|
33. Price for bicycles can run ____ Tk. 2,000.
a) as high as b) so high as
c) as high for d) as high to ans. A
Solution: Zzjbvq mgZ¡ eySv‡Z As + adjective/adverb
+ as BZ¨vw`| G¸‡jv evsjvq ÔGi †P‡qÕ,
Ôh‡Zv......Z‡ZvÕ, wKsev Ôg‡ZvÕ A_© cÖKvk K‡i| †hgbt
He likes you as much as me.
ev‡Kï A_©t evB mvB‡K‡ji `vg 2000 UvKvi g‡Zv|
34. He fathered the plan. Here the word
‘father’ is
a) a noun b) an adjective
c) an adverb d) a verb ans. D
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Solution: Father kãwU hLb Noun ZLb Gi A_© wcZv,
wKš‘ GwU Verb wn‡m‡e em‡j Gi A_© n‡e †Kvb
avibvi cwiKíbvKvix|
ev‡Kï A_©t †m n‡jv g~j cwiKíbvKvix|
35. ‘A rolling stone gathers no moss’. Here
‘rolling’ is
a) a verb b) an adjective
c) a participle d) a gerund ans. B
Solution: Article Ges Noun Gi gv‡S ‘Verb + Ing’
e‡m Noun †K Modify Ki‡j Present participle
n‡e| Verb †_‡K Drcbœ n‡q Adjective Gi KvR
K‡i e‡j Present participle †K Verbal adjective
ejv nq|
ev‡Kï A_©t Mov‡b cv_‡i k¨vIjv a‡i bv|
36. Walk fast lest you ____ miss the bus.
a) will b) can
c) could d) should ans. D
Solution: ev‡K¨ Lest _vK‡j cieZ©x As‡k Should
em‡e|
ev‡Kï A_©t `ª“Z nuv‡Uv, bB‡j evmwU wgm Ki‡e|
37. ‘Call to mind’ means
a) fantasize b) attend
c) remember d) request ans. C
Solution: Call to mind A_© ¯§iY Kiv; g‡b ivLv| GUv
Remember Gi mgv_©K| Attend A_© g‡bv‡hvM
†Ìqv| Request A_© Aby‡iva|
38. The idiom ‘put up with’ means
a) stay together b) tolerate
c) keep trust d) protect ans. B
Solution: Put up with A_© mn¨ Kiv| Stay together
A_© GK _vKv| Tolerate A_© mn¨ Kiv; âh©¨ aiv|
Keep trust A_© wek¦vm ivLv| Protect A_© i¶v Kiv|
39. The synonym of the word ‘scanty’ is
a) ample b) copious
c) meager d) abundant ans. C
Solution: Scanty A_© AcÖZzj; Ach©vß| Ample A_©
cÖk¯—| Copious A_© cÖvPzh©c~Y©| Meager A_© `ye©j|
Abundant A_© cÖPzi; A‡Xj|
40. Select the meaning of the word
‘stagflation’.
a) controlled prices
b) economic slow down
c) a disintegrating government
d) cultural dullness ans. B
Solution: Stagflation kãwU Stagnation Ges
Inflation kãØ‡qi mwÜe× iƒc| Stagflation Øviv
†Kv‡bv †`‡ki Ggb A_©‰bwZK Ae¯’v‡K wb‡`©k K‡i
†hLv‡b we‡kl mgq mxgvi g‡a¨ gy`ªvùxwZ †`Lv †`q,
wKš‘ Drcv`b e„w× cvq bv|
41. What would be the right antonym for
‘annihilate’
a) destroy b) obliterate
c) establish d) extinguish ans. C
Solution: Annihilate A_© m¤ú~Y©iƒ‡c aŸsm Kiv; wbwðý
Kiv| Destroy A_© aŸsm Kiv| Obliterate A_© gy‡Q
†djv| Establish A_© ¯’vcb Kiv| Extinguish A_©
†bfv‡bv; †kl Kiv|
42. kxZKv‡j evsjv‡`‡ki †KvbwU me‡P‡q kxZjZg
†Rjv?
a) w`bvRcyi b) e¸ov
c) †kicyi d) MvRxcyi ans. A
43. 2018 mv‡j evsjv‡`‡ki gvby‡li Mo Avqy KZ?
a) 68 eQi b) 72 eQi
c) 78 eQi d) 82 eQi ans. B
44. WIMAX Gi c~Y©iƒc Kx?
a) Worldwide Interoperability for
Microwave Access.
b) Worldwide Internet for Microwave
Access.
c) Worldwide Internet for Microwave Access.
d) †Kv‡bvwUB bq ans. A
45. †ivwn½v gymwjg wba‡b †bZ…Z¡ cÖ`vbKvix Ab¨Zg
†Rbv‡ij †K?
a) gys gB b) D_vb
c) mywP d) gvDs gvDs ans. D
46. weL¨vZ hy×‡¶Î IqvUvijy †Kvb †`‡k Aew¯’Z?
a) AvdMvwb¯—vb b) †ejwRqvg
c) gi‡°v d) Zzi¯‹ ans. B
Solution: 1815 mv‡j IqvUvijy hy× msNwUZ nq| GB
hy‡× weRqx kw³ n‡jv Aw÷ªqv, weª‡Ub Ges Gi
cÖwZc¶ wQj d«vÝ, ivwkqv, †¯úb, myB‡Wb|
47. ¯^vaxb evsjv‡`‡ki wbe©vwPZ cÖ_g cÖavbgš¿x wQ‡jb †K?
a) †kL gywReyi ingvb b) ZvRDwÏb Avn‡g`
c) ˆmq` bRi“j Bmjvg d) AvZvDi ingvb Lvb
ans. A
Solution: 1973 mv‡ji 7 gvP© wbe©vP‡b †kL gywReyi
ingvb cÖ_g wbe©vwPZ cÖavbgš¿x wn‡m‡e †hvM`vb
K‡ib|
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48. evsjv‡`‡ki miKvwi Av‡qi cÖavb Drm †KvbwU?
a) AvqKi b) g~mK (g~j¨ ms‡hvRb Ki)
c) Avg`vwb ïé d) weµq Ki ans. B
Solution: g~j¨ ms‡hvRb Ki GKwU c‡iv¶ Ki| GwU
evsjv‡`‡k weµq K‡ii weKí wn‡m‡e avh© Kiv nq|
evsjv‡`‡k GB g~j¨ ms‡hvRb Ki Pvjy nq 1 RyjvB,
1991 mv‡j| evsjv‡`‡ki ivR¯^ Av‡qi cÖavb Drm
n‡jv g~mK (g~j¨ ms‡hvRb Ki)|
49. Avš—R©vwZK A_© Znwe‡ji mì `ßi †Kv_vq?
a) wbDBqK© b) †UvwKI
c) †ivg d) IqvwksUb ans. D
Solution: Avš—R©vwZK gy`ªv/A_© Znwej| cÖwZôvt 27
wW‡m¤î, 1945 mvj; c~Y©iƒct International
Monetary Fund; mì `ßi: IqvwksUb wW wm; m`m¨
: 190wU Ges me©‡kl t A¨v‡Ûviv|
50. MYcÖRvZš¿x evsjv‡`‡ki g‡bvMÖvg-G KqwU ZviKv wPý
i‡q‡Q?
a) 4wU b) 5wU
c) 6wU d) 2wU ans. A
Solution: `ycv‡k av‡bi kxl‡ewóZ cvwb‡Z fvmgvb RvZxq
dzj kvcjv| Zvi gv_vq cvU Mv‡Qi ci¯úi mshy³
wZbwU cvZv Ges Dfq cv‡k `ywU K‡i ZviKv|
51. kvwš—‡Z Ae`v‡bi Rb¨ e½eÜz †kL gywReyi ingvb
†Kvb c`KwU †c‡qwQ‡jb?
a) RywjI Kzix c`K b) g¨vM‡m‡m c`K
c) RInijvj †b‡ni“ c`Kd) wd«Wg c`K ans. A
52. evsjv‡`‡k †KvbwU cÖvK…wZK grm¨ cÖRbb †K›`ª?
a) KY©dzwj b) wZZvm
c) †MvgwZ d) nvj`v ans. D
53. 2019 mv‡j Aby‡ôq wek¦Kvc wµ‡KU †Kvb †`‡k
AbywôZ nq?
a) fviZ b) cvwK¯—vb
c) Bsj¨vÛ d) A‡÷ªwjqv ans. C
54. 26Zg KgbI‡qj_ kxl© m‡¤§jb (CGOGM) K‡e?
a) 2019 mv‡j b) 2020 mv‡j
c) 2021 mv‡j d) 2022 mv‡j ans. B
55. gbcyiv Ô70Õ wK?
a) GKwU Dc‡Rjv b) GKwU b`xe›ì
c) GKwU Dcb¨vm d) GKwU wPÎwkí ans. D
Solution: Ôgbcyiv-70Õ QvovI wkívPvh© Rqbyj Av‡ew`‡bi
AuvKv Av‡iv wKQz weL¨vZ wPÎKg© n‡jvt g¨v‡Wvbv-43,
msMÖvg, cvBb¨vi gv, Mv‡qi ea~, bevbœ, gBUvbv
BZ¨vw`|
56. e½eÜz m¨v‡UjvBU-1 Dr‡¶cY Kiv nq K‡e?
a) 12 †g 2018 b) 10 †g 2018
c) 11 †g 2018 d) 8 †g 2018 ans. C
57. msweav‡bi 28(2) Aby‡”Q‡ì welqe¯‘ Kx?
a) mKj bvMwiK AvB‡bi `„wó‡Z mgvb|
b) me©¯—‡i bvix-cyi“‡li mgvb AwaKvi|
c) mKj bvMwi‡Ki PvKzix jv‡fi my‡hvM|
d) Rxeb I e¨w³¯^vaxbZvi AwaKvi| ans. B
58. 2018 mv‡j 189wU †`‡ki g‡a¨ evsjv‡`‡ki gvbe
Dbœqb m~PK KZ?
a) 126 b) 136
c) 139 d) 145 ans. B
59. cÖvPxb ÔP›`ªØxcÕ Gi eZ©gvb bvg wK?
a) gvj xc b) nvwZqv
c) ewikvj d) m›Øxc ans. C
60. ÔKvU©v‡MvbvÕ cÖ‡UvKj n‡”Q
a) RvwZms‡Ni ˆRewbivcËv welqK Pzw³|
b) BivK cybM©Vb Pzw³|
c) hy³ivóª-†gw·‡Kv êa Pzw³|
d) wkï AwaKvi Pzw³| ans. A
61. evsjv‡`k AvbyôvwbKfv‡e cÖ_g RvwZms‡N †hvM`vb
K‡i KZ mv‡j?
a) 1972 b) 1973
c) 1974 d) 1975 ans. C
Solution: 17 †m‡Þ¤î, 1974 mv‡j evsjv‡`k 136Zg
ivóª wn‡m‡e RvwZms‡N †hvM`vb K‡i| RvwZms‡Ni
29Zg mvaviY Awa‡ek‡b evsjv‡`k m`m¨c` cvq|
25 †m‡Þ¤î, 1974 mv‡j e½eÜz †kL gywReyi ingvb
RvwZms‡Ni mvaviY cwil‡` evsjvq fvlY †`b|
62. evsjv‡`‡ki mk¯¿ evwnbxi me©vwabvqK
a) †mbvevwnbx cÖavb b) cÖwZi¶vgš¿x
c) cÖavbgš¿x d) ivóªcwZ ans. D
63. Ô`y¨‡jvKÕ k‡ãi mwVK mwÜ we‡”Q` †KvbwU?
a) `y¨ + †jvK b) `yB + †jvK
c) wØ + †jvK d) wè& + †jvK ans. D
Solution: wè& + †jvK = `y¨‡jvK n‡jv wbcvZ‡b wm×
ms¯‹…Z e¨ÄbmwÜ|
64. ÔcyKz‡i gvQ Av‡QÕ GLv‡b ÔcyKziÕ †Kvb AwaKiY KviK?
a) êlwqK AwaKiY b) Awfe¨vcK AwaKiY
c) HK‡`wkK AwaKiY d) fvevwaKiY ans. C
Solution: wekvj ¯’v‡bi †h †Kv‡bv As‡k wµqv msNwUZ
n‡j Zv‡K HK‡`wkK AvavivwaKiY e‡j|
†hgbt cyKz‡i gvQ Av‡Q (cyKz‡ii †h †Kv‡bv GK¯’v‡b)|
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e‡b evN Av‡Q| (e‡bi †h †Kv‡bv GK As‡k)|
AvKv‡k Puv` D‡V‡Q (AvKv‡ki †Kv‡bv GK As‡k)|
65. fv‡e mßgxi D`vniY †KvbwU?
a) Avgv‡`i †mbviv hy‡× Aciv‡Rq|
b) GK`v cÖfv‡Z fvbyi cÖfv‡Z dzwUj Kgj Kwj|
c) P‡›`ªv`‡q Kzgyw`wb weKwkZ nq|
d) cÖfv‡Z DwVj iwe †jvwnZ eiY| ans. C
Solution: hw` †Kv‡bv wµqvevPK we‡kl¨ Ab¨ wµqvi
†Kv‡bviƒc fv‡ei Awfe¨w³ cÖKvk K‡i, Z‡e Zv‡K
fvevwaKiY e‡j| fvevwaKi‡Y me©`vB mßgx wefw³i
cÖ‡qvM nq e‡j G‡K fv‡e mßgx ejv nq| †hgbt
m~‡h©v`‡q AÜKvi `~ixf~Z nq| Kvbœvq †kvK g›`xf~Z
nq| D‡j L¨, AwaKiY wZb cÖKvit KvjvwaKiY;
AvavivwaKiY; fvevwaKiY|
66. Ô†cqvivÕ †Kvb fvlv †_‡K AvMZ kã?
a) evsjv b) cZz©MxR
c) dviwm d) wnw›` ans. B
Solution: Av‡iv wKQz cZz©MxR kãt Avbvim, AvjKvZiv,
†Kivbx, Avjwcb, cvDi“wU, mvevb, †Zvqv‡j,
evjwZ, eviv›`v, †envjv, †cu‡c, Mvgjv, wdZv, Pvwe,
ZvgvK, †evgv, B¯úvZ, AvPvi, wc¯—j, ¸`vg, cvPvi,
†evZvg, wMR©v, AvZv, Rvbvjv, wbjvg BZ¨vw`|
67. ÔexYvcvwYÕ mg¯— c`wU †Kvb mgvm?
a) e¨vwaKiY eûeªxwn b) e¨wZnvi eûeªxwn
c) ga¨c`‡jvcx eûeªxwn d) AjyK eûeªxwn ans. A
Solution: eûeªxwn mgv‡mi c~e©c` Ges cic` †Kv‡bvwUB
hw` we‡klY bv nq, Z‡e Zv‡K e¨vwaKiY eûeªxwn
e‡j| †hgbt Avkxwel = Avkx‡Z wel hvi| K_v me©¯^
hvi = K_v me©¯^| exYvcvwY = exYv cvwY‡Z hvi|
D‡j L¨, cic` K…`š— we‡klY n‡jI e¨vwaKiY
eûeªxwn mgvm nq| †hgbt `yB Kvb KvUv hvi = `y
KvbKvUv| †euvUv L‡m‡Q hvi = †euvUvLmv|
68. wb‡Pi †KvbwU Ôl-Z¡Õ weav‡bi wbq‡g ï×?
a) gv÷vi b) †cv÷ gv÷vi
c) wRwbm d) †cvkvK ans. Note
Solution: Aviwe, dviwm, Bs‡iwR BZ¨vw` we‡`wk fvlv
†_‡K Avmv k‡ã ÔlÕ nq bv| G m¤^‡Ü mZK© n‡Z n‡e|
†hgbt wRwbm, †cvkvK, gv÷vi, †cv÷ BZ¨vw`|
69. wµqv ev avZzi c‡i †h cÖZ¨q hy³ nq Zv‡K e‡j
a) avZz cÖZ¨q b) kã cÖZ¨q
c) K…r cÖZ¨q d) Zw×Z cÖZ¨q ans. C
Solution: avZzi m‡½ hLb †Kv‡bv aŸwb ev aŸwb-mgwó hy³
n‡q we‡kl¨ ev we‡klY c` ˆZwi nq, ZLb (1)
wµqvg~j ev avZy‡K ejv nq wµqv cÖK…wZ ev cÖK…wZ; Avi
(2) wµqv cÖK…wZi m‡½ †h aŸwb ev aŸwbmgwó hy³ nq,
Zv‡K e‡j K…r-cÖZ¨q|
70. Ôm¤§y‡L AMÖmi n‡q Af¨_©bvÕ GK K_vq cÖKvk Ki‡j
Kx nq?
a) cÖZz¨`&Mgb b) AMÖMvgx
c) ïf c`vc©Y d) ¯^vMZg ans. A
71. wecixZv‡_© ÔcivÕ DcmM© hy³ kã †KvbwU?
a) civKvôv b) civµvš—
c) civlY d) civfe ans. D
Solution: Zrmg DcmM© 20wU| G¸‡jv n‡jvt cÖ, civ,
Ac, mg, wb, Aby, Ae, wbi, `yi, we, Awa, my, Dr,
cwi, cÖwZ, AwZ, Awc, Awf, Dc, Av|
DcmM© †h A‡_© e¨eüZ D`vniY
civ
AvwZkh¨ civKvôv, civµvš—, civqY
wecixZ civRq, civfe
72. mgvme× k‡ã mvaviYZ Y-Z¡ weavb Lv‡U bv| Gi
D`vniY
a) AMÖbvqK b) iZb
c) Avcb d) Abyôvb ans. A
Solution: mgvme× k‡ã mvaviYZ Y-Z¡ weavb Lv‡U bv|
Giƒc †¶‡Î ÔbÕ nq| †hgbt wÎbqb, me©bvg, `yb©xwZ,
`yb©vg, `ywb©evi, ciwb›`v, AMÖbvqK| ÔZÕ eM©xq e‡Y©i
m‡½ hy³ ÔbÕ KL‡bv ÔYÕ nq bv, ÔbÕ nq|
†hgbt Aš—, MÖš’, µ›`b|
73. †KvbwU iƒcK Kg©aviq mgvm?
a) Ki Kgj b) Kvj †mªvZ
c) Ki cj e d) KPzKvUv ans. B
Solution: Dcgvb I Dc‡g‡qi g‡a¨ AwfbœZv Kíbv Kiv
n‡j iƒcK Kg©aviq mgvm nq| G mgv‡m Dc‡gq c`
c~‡e© e‡m Ges Dcgvb c` c‡i e‡m Ges mgm¨gvb
c‡` ÔiƒcÕ A_ev ÔBÕ †hvM K‡i e¨vmevK¨ MVb Kiv nq|
†hgbt †µva iƒc Abj = †µvavbj, welv` iƒc wmÜz =
welv`wmÜz, gb iƒc gvwS = gbgvwS|
74. Ô¸Ynx‡bi e¨_© AvùvjbÕ A_©wU †Kvb cÖev‡` e¨³
n‡q‡Q?
a) Kvbv †Q‡ji bvg cÙ‡jvPb|
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b) NyNy †`‡LQ duv` †`Lwb|
c) Amv‡ii ZR©b-MR©b mvi|
d) Avm‡j gylj †bB, †XuwK N‡i Puv‡`vqv| ans. C
Solution: D‡j L¨, Avm‡j gylj †bB, †XuwK N‡i Puv‡`vqv
A_© ¸i“Z¡c~Y© Kv‡R gb bv w`‡q Kg ¸i“Z¡c~Y© Kv‡R
gb †`qv| NyNy †`‡LQ duv` †`Lwb A_© †Kvb Kv‡Ri
KwVb Ask bv †`‡L ïay mnR Ask †`Lv|
75. †KvbwU †`wk k‡ãi D`vniY?
a) jyw½ b) †LvKv
c) mgªvU d) MÄ ans. D
Solution: evsjv‡`‡ki Avw`g Awaevmx‡ì (†hgbt †Kvj,
gyÛv BZ¨vw`) fvlv I ms¯‹…wZi wKQz wKQz Dcv`vb
evsjvq iw¶Z i‡q‡Q| Gme kã‡K †`wk kã bv‡g
AwfwnZ Kiv nq| A‡bK mgq Gme k‡ãi g~j wba©viY
Kiv hvq bv; wKš‘ †Kvb fvlv †_‡K G‡m‡Q Zvi nw`m
†g‡j| †hgbt Kzwo (wek)- †Kvjfvlv, †cU (Dì)-
Zvwgj fvlv, Pzjv (Dbyb)-gyÛvix fvlv| Giƒct Kzjv,
MÄ, †Pv½v, †Uvci, Wve, WvMi, †XuwK BZ¨vw` AviI
eû †`wk kã evsjvq eëüZ nq| D‡j L¨, Ôjyw½Õ
gvqvbgvi (ewg©) kã| Ô†LvKvÕ ZzwK© kã|
76. ÔZvgvi welÕ evMavivwUi A_© Kx?
a) A‡_©i KzcÖfve b) K…c‡bi Kwo
c) ¶Y¯’vqx e¯‘ d) AcPq ans. A
Solution: Zv‡mi Ni A_ev evwji euva A_© ¶Y¯’vqx e¯‘|
bq Qq A_© AcPq Kiv| h‡¶i ab A_© K…c‡Yi Kwo|
77. m‡¤^vab c‡ì c‡i †h wPýwU eëüZ nq Zvi bvg Kx?
a) Kgv b) ùvwo
c) †Kvjb d) †mwg‡Kvjb ans. A
Solution: evsjv ev‡K¨ Kgv (,) wewfbœfv‡e eëüZ n‡Z
cv‡i| †hgbt D×iY wP‡ýi c~‡e© (LÊev‡Kï †k‡l)
Kgv emv‡Z n‡e| h_vt mv‡ne ej‡jb, ÒQzwU cv‡eb
bvÓ|
gv‡mi ZvwiL wjL‡Z evi I gv‡mi ci ÔKgvÕ em‡e|
h_vt 16B †cŠl, eyaevi, 1399 mb|
evwo ev iv¯—vi b¤^‡ii c‡i Kgv em‡e| h_vt 68,
bevecyi †ivW, XvKv-1000|
bv‡gi c‡i wWwMÖm~PK cwiPq ms‡hvwRZ n‡j †m¸‡jvi
cÖ‡Z¨KwUi c‡i Kgv em‡e| h_vt W±i gyn¤§` Gbvgyj
nK, Gg.G.wc-GBP.wW|
78. ‘Call it a day’ Gi h_v_© Abyev` †KvbwU?
a) cybivq ïi“ Kiv b) LyeB ¸i“Z¡c~Y© KvR
c) KvD‡K †W‡K Avbv d) GKwU ¯§iYxq w`b
ans. Note
Solution: Call it a day A_© AvR‡Ki g‡Zv h‡_ó KvR
n‡q‡Q e‡j w¯’i Kiv; wbe„Ë/¶vš— nIqv| †hgbt Let
us call it a day (AvR‡Ki g‡Zv ¶vš— nIqv
hvK|)| D‡j L¨, Call on somebody A_© KvD‡K
†W‡K Avbv| A memorable day A_© GKwU ¯§iYxq
w`b|
79. evsjv eY©gvjvi Drm Kx?
a) wZeŸwZ wjwc b) eªvþx wjwc
c) †èbvMwi wjwc d) L‡ivôx wjwc ans. B
Solution: GB Dcgnv‡`‡k Avh© fvlvi cÖvPxbZg †h eY©gvjvi
mÜvb cvIqv hvq Zv wLªóc~e© Z…Zxq kZ‡Ki, A‡kv‡Ki
Abykvm‡bi mg‡qi| e¸ovi gnv¯’vbM‡o †h wjwc cvIqv
†M‡Q Dfq cÖvß wjwci mv`„k¨ Av‡Q| GB wjwc‡K eªvþx
wjwc e‡j| eªvþx wjwc KzlvY I ¸ß ivRv‡ì Avg‡ji
cwiewZ©Z n‡q wZbwU iƒc aviY K‡i| h_vt mvi`v
(Kvwk¥i I cvÄv‡e cÖPwjZ iƒc), bvMi (ivR¯’vb I gvje;
¸RivU I ga¨cÖ‡`‡k cÖPwjZ iƒc) Ges KzwUj (fvi‡Zi
c~e©vÂ‡j cÖPwjZ iƒc)| evsjv wjwc eªvþx wjwci GB
KzwUj iƒc †_‡K m„wó n‡q‡Q|
80. ÔDòxlÕ Gi kãv_©
a) AZ¨š— Dò b) Kzmyg Kzmyg Dò
c) kx‡Zi Av‡gR d) cvMwo ans. D
Solution: ÔDòxlÕ n‡jv ms¯‹…Z kã| Gi A_© cvMwo;
wKixU|
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bgybv cÖkœ 04
01. evwo ev iv¯—vi bv¤^v‡ii c‡i †Kvb wPý e‡m?
a) `vuwo b) †Kvjb
c) Kgv d) †mwg‡Kvjb ans. C
Solution: evwo ev iv¯—vi b¤^‡ii c‡i Kgv (,) wPý e‡m|
†hgb: 3, AvwRgcyi †ivW, XvKv| ev‡Kï cwimgvwß
†evSv‡Z ùvwo (|) wPý e‡m|
02. ‘It is a long story’ Gi mwVK evsjv Abyev` Kx?
a) †m GK weivU BwZnvm b) †m A‡bK eo Kvwnbx
c) †m A‡bK K_v d) eo Kvwnbx ans. C
03. Aš—ixc mg¯—c`wU †Kvb eûeªxwn mgv‡mi Aš—M©Z?
a) e¨vwaKiY eûeªxwn b) msL¨vevPK eûeªxwn
c) wbcvZ‡b wm× eûeªxwn d) cÖZ¨qvš— eûeªxwnans. C
04. ÔBwZnvm wel‡q AwfÁ whwbÕ GK K_vq Kx n‡e?
a) BwZnvmm‡PZb b) HwZnvwmK
c) BwZnvm‡eËv d) wPš—vwe` ans. C
Solution: BwZnvm Rv‡bb whwb = BwZnvm‡eËv; BwZnvm
†j‡Lb whwb = HwZnvwmK; BwZnvm m¤úwK©Z hv =
HwZnvwmK|
05. K…`š— c‡ì mv‡_ Dcc‡ì mv‡_ †h mgvm nq Zv‡K
Kx e‡j?
a) Dcc` Zrcyi“l b) Dcgvb Kg©aviq
c) DcwgZ Kg©aviq d) wbZ¨ mgvm ans. A
Solution: avZz ev K…`š—c‡ì c~‡e© DcmM© wfbœ Ab¨
†Kv‡bv c` eëüZ n‡j Zv‡K Dcc` e‡j| Dcc‡ì
mv‡_ K…`š—c‡ì †h mgvm nq Zv‡K Dcc` Zrcyi“l
e‡j| †hgb: c‡KU gv‡i †h = c‡KUgvi|
06. †Kvb evK¨wU ï×?
a) A‡bK mbœ¨vwm‡Z MvRb bó
b) AwaK mbœ¨vmx‡Z MvRb bó
c) A‡bK mbœ¨vmx‡Z MvRb bó
d) AwaK mbœ¨vmx‡Z Mvb bó ans. B
07. mwbœwnZ `ywU aŸwbi wgjb‡K wK e‡j?
a) mwÜ b) cÖZ¨q
c) ePb d) mgvm ans. A
Solution: mwÜ k‡ãi A_© wgjb| ci¯úi KvQvKvwQ aŸwb
ev e‡Y©i wgjb‡K mwÜ e‡j|
 †h eY© ev eY©mgwó avZy ev kã (cÖvwZcvw`K)-Gi ci
hy³ n‡q bZzb kã MVb K‡i Zv‡K cÖZ¨q e‡j|
 hvi Øviv e¨w³ ev e¯—yi msL¨v-Ávb m~wPZ I wPwýZ
nq Zv‡K ePb e‡j|
 mgvm k‡ãi A_© ms‡¶cY, wgjb, GKvwaK c‡ì
GKc`xKiY|
08. Kgv A‡c¶v †ewk weiwZi cÖ‡qvRb n‡j, †Kvb hwZ
wPýwU em‡e?
a) †Kvjb b) W¨vm
c) nvB‡db d) †mwg‡Kvjb ans. D
Solution: Kgv (,) A‡c¶v †ewk weiwZi cÖ‡qvRb n‡j
†mwg‡Kvjb (;) e‡m| GKwU Ac~Y© ev‡Kï c‡i Ab¨
GKwU ev‡Kï AeZviYv Ki‡Z n‡j †Kvjb (:) e‡m|
†hŠwMK I wgkÖ ev‡K¨ c„_K fvevcbœ `yB ev Zvi †ewk
ev‡Kï mgš^q ev ms‡hvM †evSv‡Z W¨vm (Ñ) wPý e‡m|
09. cÖZ¨‡qi †Kvb wbqgwU mwVK?
a) bxj + gv = bxwjgv b) bxj + Bgb = bxwjgv
c) bx + Bwjgv = bxwjgv d) wbjx + gv = bxwjgv
ans. B
10. †Kvb evbvbwU mwVK?
a) mwgwPb b) mgxPxb
c) mgxwPb d) mwgPxb ans. B
11. ÔAvwg wK WivB mwL wfLvwi ivN‡eÕ? ÔivN‡eÕ †Kvb
a) KZ©vq 7gx b) K‡g© 7gx
c) Ki‡Y 7gx d) Acv`v‡b 7gx ans. D
Solution: hv †_‡K wKQz wePz¨Z, M„nxZ, RvZ, weiZ,
Avi¤¢, `~ixf~Z I iw¶Z n‡q Ges hv †`‡L †KB fxZ
nq, Zv‡KB Acv`vb KviK e‡j| †hgb: wec‡` †gv‡i
Kwi‡e ÎvY, G b‡n †gvi cÖv_©bv|
12. cÖvwZcvw`K Kx?
a) mvwaZ kã b) wefw³hy³ kã
c) wefw³nxb bvg kã d) cÖZ¨qhy³ kã ans. C
Solution: wefw³nxb bvg kã‡K cÖvwZcvw`K e‡j|
13. ï× †KvbwU?
a) f~eb b) fzeb
c) fzeY d) f‚eY ans. B
14. wbqg Abymv‡i mwÜ nq bv †KvbwUi ?
a) cveK b) kveK
c) KzjUv d) MvqK ans. C
Solution: KzjUv (Kwj + AUv)-wbcvZ‡b wm× ¯î mwÜ|
Giƒc †cÖŠp, gvZ©Ê, Ab¨vb¨, mxgš—, i‡³vô,
ï‡×v`b, kvi½ cÖf…wZ|
15. ÔbxÕ cÖZ¨q‡hv‡M wj½vš—i n‡q‡Q †Kvb kãwU?
a) AiY¨vbx b) PvKivbx
c) fvMbx d) †gavwebx ans. D
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16. ÔivÁxÕ Gi mwVK mwÜ we‡”Q` †KvbwU?
a) ivR& + bx b) ivM& + bx
c) ivR& + Áx d) ivM& + Áx ans. A
Solution: P Ges R-Gi ci bvwmK¨ aŸwb Zvje¨ nq|
†hgb: ivR + bx = ivÁx, hR& + b = hÁ cÖf…wZ|
17. Man gets as much as he wants Gi mwVK evsjv
Abyev` †KvbwU?
a) gvby‡li PvIqv †ewk, cvIqv †ewk
b) gvbyl hZ cvq, ZZ Pvq
c) gvby‡li PvIqvi †kl †bB
d) gvbyl hv Pvq Zv cvq bv ans. B
18. mvgxc¨ A‡_© †Kvb AwaKiY nq?
a) Awfe¨vcK b) AvavivwaKiY
c) HK‡`wkK d) KvjvwaKiY ans. C
19. ÔïKÕ k‡ãi ¯¿xevPK kã †KvbwU?
a) mvix b) kvix
c) ïKx d) mviv ans. A
20. ÔA¤^iÕ k‡ãi mgv_©K kã †KvbwU?
a) P›`ª b) m~h©
c) bf d) †gN ans. C
Solution: ÔAvKvkÕ k‡ãi Ab¨vb¨ mgv_©K kã n‡jv: MMb,
Avmgvb, Aš—ix¶, `y¨‡jvK, †e¨vg, k~b¨‡jvK,
Qvqv‡jvK, b‡fvgÊj cÖf…wZ|
21. ÔcÖmviYÕ Gi wecixZv_©K kã †KvbwU?
a) AcÖmviY b) AcmiY
c) AvwKÂb d) AvKzÂb ans. D
22. GKwU wÎfy‡Ri wZbwU †Kv‡Yi AbycvZ 3 t 4 t 5 n‡j
¶z`ªZg †Kv‡Yi cwigvY KZ wWMÖx?
a) 45 b) 75
c) 90 d) 180 ans. A
Solution: AbycvZ¸‡jvi †hvMdj = 3 + 4 + 5 = 12
¶z`ªZg †Kv‡Yi ˆ`N©¨ =
3
12  180 = 45
23. RvIqv` mv‡ne 500 UvKv 3 eQ‡ii Rb¨ e¨vs‡K Rgv
ivL‡jb| 8
1
3 % nv‡i wZwb KZ UvKv mij gybvdv
cv‡eb?
Solution: Avgiv Rvwb, I =
prn
100 =
500  25  3
100  3
UvKv
= 125 UvKv
GLv‡b, p = 500 UvKv; r = 8
1
3 % =
25
3 %; n = 3 eQi
24. Pµe„w× gybvdvi †¶‡Î wb‡Pi †Kvb m~ÎwU mwVK?
a) C = P(1 + n)r
b) C = P(1 + r n
)
c) P = C(1 + r)n
d) C = P(1 + r)n
ans. D
25. †Qvqv` mv‡ne 300 UvKvi eB wKb‡jb| †`vKvb`vi
Zv‡K
19
2 % Kwgkb w`‡jb| wZwb KZ UvKv Kwgkb
†c‡jb?
a) 19.5 UvKv b) 28.5 UvKv
c) 51.5 UvKv d) 57.00 UvKv ans. B
Solution: †Qvqv` mv‡ne Kwgkb †c‡jb = 300 
19
2 %
=
300  19
100  2
= 28.5 UvKv
26. x +
1
x
= 3 n‡j x 2
+
1
x 2 Gi gvb KZ?
a) 3 – 2 b) 1
c) 5 d) 7 ans. B
Solution: †`qv Av‡Q, x +
1
x
= 3
 x 2
+
1
x 2 = ( )
x +
1
x
2
– 2  x 
1
x
= ( )
3
2
– 2
= 3 – 2 = 1
27. †Kv‡bv e„‡Ëi e¨vm 10cm n‡j e„ËwUi †¶Îdj KZ?
a) 5 b) 10
c) 25 d) 100 ans. C
Solution: Avgiv Rvwb, e¨vmva© =
e¨vm
2 =
10
2
= 5 GKK
 e„ËwUi †¶Îdj = (r2
) eM©GKK
= (  52
) eM©GKK = 25
28. x2
– y2
+ 2y – 1 Gi GKwU Drcv`K wb‡Pi †KvbwU?
a) x + y + 1 b) x + y – 1
c) x – y – 1 d) x – y ans. B
Solution: x2
– y2
+ 2y – 1 = x2
– (y2
– 2y + 1)
= x2
– (y – 1)2
= (x + y – 1) (x – y + 1)
29. `yBwU msL¨vi M.mv.¸, we‡qvMdj Ges j.mv.¸.
h_vµ‡g 12, 60 Ges 2,448| msL¨v `yBwU KZ?
a) 104, 204 b) 104, 144
c) 104, 244 d) 144, 204 ans. D
Solution: awi, msL¨v `yBwU h_vµ‡g x Ges y
1g kZ©g‡Z, x – y = 60 ........... (i)
2q kZ©g‡Z, xy = 12  2,448
 xy = 29,376 .......................... (ii)
Avgiv Rvwb, (x + y)2
= (x – y)2
+ 4xy
 (x + y)2
= 602
+ (4  29,376)
 (x + y)2
= 3,600 + 1,17,504
 (x + y)2
= 1,21,104
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 x + y = 121104
 x + y = 348 ........................ (iii)
GLb, mgxKiY (i) Ges (iii) bs †hvM Kwi
x – y = 60
x + y = 348
2x = 408
 x = 204
Avevi, mgxKiY (i) †_‡K (iii) bs we‡qvM Kwi
x – y = 60
x + y = 348
– 2x = – 288
 2y = 288
 y =
288
2
= 144
 msL¨v `yBwU 204, 144.
30. wb‡Pi wP‡Î B = 75 Ges ACE = 150 n‡j
A †Kv‡Yi gvb KZ?
a) 30 b) 45
c) 75 d) 105 ans. C
Solution: G‡¶‡Î mnR Shortcut mgvavb n‡jv GKwU
mij †iLvq 180 _v‡K|
GLb mij‡iLvi mwbœwnZ †KvYØ‡qi ACE = 150
n‡j ACB = 180 – 150 = 30 n‡e| GLb,
ABC = 75; ACB = 30 n‡j BAC ev A
= 180 – (75 + 30) = 180 – 105 = 75
n‡e|
31. wb‡Pi wP‡Î O †K›`ªwewkó e„‡Ë BAC = 41 n‡j
BOC †Kv‡Yi gvb KZ?
a) 49 b) 62
c) 139 d) 82 ans. D
Solution: †h‡nZz †K›`ª¯’ †KvY e„Ë¯’ †Kv‡Yi wØ¸Y, ZvB
e„Ë¯’ †Kv‡Yi gvb 41 n‡j †K›`ª¯’ BDC = 2  41
= 82 n‡e|
32. 55 †Kv‡Yi c~iK †KvY KZ?
a) 35 b) 45
c) 125 d) 180 ans. A
Solution: `ywUi †Kv‡Yi mgwó GK mg‡KvY n‡j, Zv‡`i
ú~iK †KvY e‡j|
 c~iK †KvY = (90 - 55) = 35
33. 12 Rb kªwgK 3 w`‡b 720 UvKv Avq K‡i| 9 Rb
kªwgK mgcwigvY UvKv Avq Ki‡e KZ w`‡b?
a) 5 w`‡b b) 4 w`‡b
c) 6 w`‡b d) 3 w`‡b ans. B
Solution: 12 Rb kÖwgK 720 UvKv Avq K‡i = 3 w`‡b
 1 Rb kÖwgK 720 UvKv Avq K‡i = (3  12) w`‡b
 9 Rb kÖwgK 720 UvKv Avq K‡i =
3  12
9 = 4w`‡b
Shortcut: M1D1 = M2D2
 12  3 = 9  D2  D2 =
12  3
9
= 4 day
34. GKwU wÎfy‡Ri f~wg 6 †mw›UwgUvi Ges Gi D”PZv 5
†mw›UwgUvi n‡j wÎfyRwUi †¶Îdj KZ?
a) 11 eM© †mtwgt b) 15 eM© †mtwgt
c) 30 eM© †mtwgt d) 25 eM© †mtwgt ans. B
Solution:
Avgiv Rvwb, wÎfy‡Ri †¶Îdj =
1
2  f~wg  D”PZv
=
1
2  6  5 = 15 eM©‡mw›UwgUvi|
35. 7, 12, 17, 3, 11, 6, 13, 3 msL¨v¸wji Mo KZ?
a) 6 b) 7
c) 8 d) 9 ans. D
Solution: msL¨v¸‡jvi Mo
=
7 + 12 + 17 + 3 + 11 + 6 + 13 + 3
8 =
72
8 = 9
36. i¤^‡mi †¶Îdj wbY©‡qi m~Î †KvbwU?
a)
1
2  f~wg  D”PZv b)
1
2  KY©Ø‡qi ¸Ydj
c) KY©Ø‡qi ¸Ydj d) ˆ`N©¨  cÖ¯’ ans. B
Solution:
wÎfy‡Ri †¶Îdj wbY©‡qi m~Ît
1
2  f~wg  D”PZv|
AvqZ‡¶‡Îi †¶Îdj wbY©‡qi m~Ît ˆ`N©¨  cÖ¯’|
A
B
C
E
150
A
B
C
E
150
75
O
41
A
C
B
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37. x +
1
x
= 3 n‡j x 3
+
1
x 3 Gi gvb †KvbwU?
a) – 3 3 b) 0
c) 6 3 d) 9 3 ans. B
Solution: †Ìqv Av‡Q, x +
1
x
= 3
x 3
+
1
x 3 = ( )
x +
1
x
3
– 3  x 
1
x ( )
x +
1
x
= ( )
3
3
– 3  3 = 3 3 – 3 3 = 0
38. UªvwcwRqv‡gi †¶Îdj wbY©‡qi m~ÎwU †KvbwU?
a)
1
2
(a + b)h b)
3
4
a2
c) 6a2
d) r2
h ans. A
39. x2
+ 2x, x3
+ 8 Ges x2
– 4 ivwk wZbwUi M.mv.¸.
wb‡Pi †KvbwU?
a) x + 2 b) x(x + 2)(x – 2)
c) x2
+ 4x + 4 d) x – 2 ans. A
Solution: 1g ivwk = x2
+ 2x = x(x + 2)
 2q ivwk = x3
+ 8 = x3
+ 23
= (x + 2)(x2
– 2x + 4)
 3q ivwk = x2
– 4 = x2
– 2 2
= (x + 2) (x – 2)
 wb‡Y©q M.mv.¸ = x + 2
40. wÎfy‡Ri wZbwU †Kv‡Yi mgwó KZ?
a) 90 b) 180
c) 270 d) 360 ans. B
41. 27 x + 1
= 81 n‡j x Gi gvb wb‡Pi †KvbwU?
a)
1
3
b)
7
3
c) 2 d) 3 ans. A
Solution: †Ìqv Av‡Q, 27 x + 1
= 81
 33(x + 1)
= 34
 3(x + 1) = 4
 3x + 3 = 4
 3x = 4 – 1
 x =
1
3
42. Avw`ªZ evey GKwU Nwo 10% ¶wZ‡Z weµq Ki‡jv|
hw` weµqg~j¨ 45 UvKv †ewk nZ Zvn‡j 5% jvf
nZ| NwowUi µqg~j¨ KZ?
Solution: 10% ¶wZ‡Z Nwoi weµqg~j¨
= 100 - 10 = 90 UvKv
 5% jv‡f Nwoi weµqg~j¨ = 100 + 5 = 105 UvKv
 weµqg~j¨ †ewk = 105 - 90 = 15 UvKv
weµqg~j¨ 15 UvKv †ewk n‡j µqg~j¨ = 100 UvKv
 weµqg~j¨ 45 UvKv †ewk n‡j µqg~j¨ =
100  45
15
= 300 UvKv
43. 4x2
+ 9y2
Gi mv‡_ KZ †hvM Ki‡j †hvMdj c~Y©eM©
ivwk n‡e?
a) 2xy b) 6xy
c) 12xy d) 24xy ans. C
Solution: †`qv Av‡Q, 4x2
+ 9y2
= (2x)2
– 2  2x  3y + (3y)2
= (2x + 3y)2
 msL¨vwUi mv‡_ (2  2x  3y) = 12xy †hvM Ki‡j
msL¨vwU c~Y©eM© n‡e|
44. Aa©e„Ë¯’ †KvY mgvb KZ?
a) 30 b) 45
c) 60 d) 90 ans. D
45. He was one of the worst men in the world.
(Make Positive)
a) Very few men in the world were so bad
as he.
b) Very few man in the world was so bad as
he.
c) Very few men in the world was so bad as
he.
d) Very few man in the world were as bad
as he. ans. A
Solution: ev‡Kï A_©t Zuvi g‡Zv ev‡R †jvK c„w_ex‡Z Lye
KgB Av‡Q|
46. The adjective form of ‘include’ is
a) inclusion b) includable
c) inclusive d) includeness ans. B
Solution: Inclusion (Aš—f~©w³) Gi Adjective n‡jv
Inclusive (Aš—f~©w³g~jK)|
47. Walk fast lest the train (miss).
a) would miss b) would be missed
c) will be missed d) will miss ans. B
Solution: ev‡K¨ Lest _vK‡j Zvic‡i mvaviYZ
‘should/would’ nq| Avi c‡ii Subject wn‡m‡e
Train _vKvq evK¨wU Pasive voice Gi n‡e GB Kvi‡Y
Lest Gi cieZ©x As‡k Would be missed n‡e|
ev‡Kï A_©t `ª“Z nuv‡Uv bB‡j †UªbwU wgm n‡q hv‡e|
48. He made me ____ the car.
a) to drive b) driven
c) drove d) drive ans. D
Solution: wb‡R bv K‡i KvD‡K w`‡q †Kv‡bv KvR Kwi‡q
†bqvi Rb¨ have, get, let, help BZ¨vw` Causative
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verbs eëüZ n‡j †m‡¶‡Î mvaviYZ `ywU Structure
eëüZ nq| (i) have/get + object + v.p.p.
(ii) have/let/make/help + obj + v Gi Present.
ev‡Kï A_©t †m Avgv‡K w`‡q Mvwo Pvjv‡jv|
49. May Bangladesh prosper
a) day to day b) day by day
c) day with day d) day on day ans. B
Solution: Day by day A_© w`‡b w`‡b|
ev‡Kï A_©t evsjv‡`k w`‡b w`‡b DbœwZ Ki“K|
50. It is more than honesty. (Make it Positive).
a) Honesty is not as much as it.
b) Honesty are not as much as it.
c) Honesty is as much as it.
d) Honesty is less much as it. ans. A
Solution: ev‡Kï A_©t GUv mZZvi †P‡qI †kªô|
51. The unfed should be fed. (Active)
a) Feed the unfed.
b) We should feed the unfed.
c) He should be feeding the unfed.
d) Please feed the unfed. ans. B
Solution: GLv‡b Unfed A_© Af~³ ev Abvnvix| Avi
Feed Gi Past tense n‡jv Fed (LvIqv‡bv)|
Subject nxb Passive voice †K Active Ki‡Z
Introductory ‘we’ Avbv n‡q‡Q|
ev‡Kï A_©t Abvnvix‡K LvIqv‡bv DwPr|
52. The girls water the plants. Here ‘water’ is
a) noun b) verb
c) adjective d) adverb ans. B
Solution: Subject Gici Water em‡j Zv Verb wn‡m‡e
eëüZ nq hvi A_© Rj‡mPb Kiv; cvwb †`qv|
†hgbt Water the plants; water the streets.
ev‡Kï A_©t †g‡qwU Mv‡Q cvwb †`q|
53. Mr. Rohan is very friendly. Here ‘friendly’ is
a) adverb b) noun
c) adjective d) pronoun ans. C
Solution:
ev‡Kï A_©t Rbve †ivnvb GKRb eÜzZ¡c~Y© †jvK|
54. Unless you work hard, you will not
succeed. (Compound)
a) Without working hard and you will not
succeed.
b) Work hard or you will not succeed.
c) Work hard and you will not succeed.
d) You work hard and will succeed. ans. B
Solution:
ev‡Kï A_©t KwVb cwikªg bv Ki‡j mdj n‡e bv|
55. It is high time we (give up) smoking.
a) should give up b) gave up
c) given up d) give up ans. B
Solution: It is time, it is high time G¸‡jvi c‡i
Subject _vK‡j Zvi cieZ©x Verb wU Past tense Gi
nq|
ev‡Kï A_©t Avgv‡ì a~gcvb †Q‡o †èvi GLbB
mgq|
56. We should live ____ harmony ____ others.
a) in, with b) with, to
c) in, include d) to, with ans. A
Solution: Live Gici in e‡m hvi A_© evm Kiv|
Harmony Gici With e‡m hvi A_© GKB euva‡b
Ave× n‡q|
ev‡Kï A_©t Avgv‡ì GK n‡q emevm Kiv DwPr|
57. What is the synonym of ‘remarkable’?
a) Noteworthy b) Memorable
c) Praiseworthy d) Remark ans. A
Solution: Remarkable A_© Amvgvb¨; j¶Ÿxq; AvKl©Yxq|
Noteworthy A_© D‡j L‡hvM¨| Memorable A_©
¯§iYxq; ¯§iY‡hvM¨| Praiseworthy A_© cÖksmbxq|
Remark A_© gš—e¨ Kiv|
58. The old man was very weak. His health
broke ____ under the pressure of work.
a) down b) upon
c) through d) away ans. A
Solution: Broke down GB Group verb wUi
A‡bK¸‡jv A_© i‡q‡Q| Gi GKwU A_© n‡jv kvixwiK
ev gvbwmKfv‡e `~e©j n‡q cov| †hgbt His health
broke down because of hard work. wKš‘ Break
through A_© †Rvic~e©K c_ K‡i †bqv| Break away
A_© `j Z¨vM Kiv|
ev‡Kï A_©t e„×‡jvKwU LyeB `ye©j| Kv‡Ri Pv‡c †m
`ye©j n‡q wM‡q‡Q|
59. Noun form of ‘guilty’ is
a) guiltness b) guilt
c) guilting d) guiltys ans. B
Solution: Guilt A_© †`vl; Aciva| GUv Noun iƒc|
wKš‘ Guilty n‡jv Adjective hvi A_© †`vlx;
Acivax|
60. Do or die. (Make it Simple)
a) By doing you will die
b) Without doing you will die
c) By doing you won’t die
d) Without doing you won’t die ans. B
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Solution: Compound ev‡K¨ ‘or/otherwise’ _vK‡j
Zv‡K Simple Ki‡Z Without + verb Gi mv‡_
‘ing’ †hvM K‡i Ki‡Z nq| †hgbt
Compound: Love others or you will not be
loved by them.
Simple: Without loving others, you cannot
(or, will not) be loved by them.
61. Academic is similar to
a) scholar b) scholared
c) scholastic d) scholastics ans. C
Solution: Academic A_© wk¶vMÖnY I wk¶v`vb-m¤^Üxq;
wk¶vqZwbK| Scholar A_© we`¨v_©x; wk¶v_©x|
Scholastic A_© we`¨vjq I wk¶vmsµvš—|
62. All his hopes were
a) null and void b) nipped in the bud
c) now and then d) out of date ans. B
Solution: Nipped in the bud A_© †Kv‡bv wKQz A¼z‡iB
webó nIqv; e„w× e¨vnZ nIqv| wKš‘ Null and void
A_© evwZj| Out of date A_© †m‡K‡j; cyiv‡bv|
Null and void A_© gv‡S gv‡SB|
ev‡Kï A_©t me Avkv A¼z‡iB webó n‡q †Mj|
63. What an excellent idea! (Assertive)
a) It is a very excellent idea
b) It is an excellent idea
c) It is more excellent idea
d) It is a very good idea ans. A
Solution: ev‡Kï A_©t GwU GKwU PgrKvi aviYv|
64. ‘Pros and cons’ means
a) details b) liberate
c) avoid d) angry ans. A
Solution: Pros and cons A_© cy‡ivcywi; we¯—vwiZ hvi
mgv_©K Details. wKš‘ Liberate A_© gy³ Kiv; D×vi
Kiv| Avoid A_© Gov‡bv; Gwo‡q Pjv| Angry A_©
µz×|
65. Avwg Zv‡K Dcnvm Kwiwb|
a) I did not laugh at him.
b) I did not laugh with him.
c) I did not laugh in him.
d) I did not laugh upon him. ans. A
Solution: Dcnvm Kiv ev †KŠZzK Kiv A‡_© Laugh Gi
c‡i ‘at’ e‡m| Gi Av‡iKwU A_© n‡jv D‡c¶v Kiv ev
D`vmxb nIqv|
66. SMOG n‡”Q
a) wmMv‡i‡Ui †auvqv b) `~wlZ evZvm
c) Kvj‡auvqv d) Kzqvkv ans. B
Solution: SMOG n‡”Q GK ai‡bi `~wlZ evqy| SMOG
kãwU m„wó n‡q‡Q Smoke Ges Fog Gi mgš^‡q|
hvwš¿K cwienb I wkíKviLvbvi `~lY †_‡K GB
SMOG Gi m„wó nq| Avi SMOG Gi d‡j Dw™¢`
¶wZMÖ¯— I aŸsm n‡q hvq, gvbe †Pv‡Li ¶wZ K‡i
Ges gvbe‡`‡n k¦mb msµvš— mgm¨v m„wó K‡i|
67. evsjv‡`‡ki †Kvb †Rjv `yB †`‡ki mxgvbv Øviv †ewóZ?
a) LvMovQwo b) ev›ìevb
c) iv½vgvwU d) Kzwgj v ans. C
Solution: evsjv‡`‡ki mv‡_ 2wU †`‡ki mxgvbv i‡q‡Q|
h_vt fviZ I gvqvbgvi| fvi‡Zi mv‡_ evsjv‡`‡ki
mxgvš— †Rjv 30wU Ges gvqvbgv‡ii mv‡_ 3wU| †gvU
mxgvš— †Rjv 32wU| ivOvgvwUi mv‡_ fviZ I
gvqvbgvi Dfq †`‡ki mxgvš— i‡q‡Q|
68. evsjvi cÖvPxb¯’vb gnv¯’vbMo Gi Ae¯’vb †Kv_vq wQj?
a) gywÝM‡Ä b) Kzwgj vq
c) e¸ovq d) dwi`cyi ans. C
Solution: e¸ov kni n‡Z mvZ gvBj DË‡i Ki‡Zvqv b`xi
cwðg Zx‡i gn¯’vbMo, hv GKmgq †gŠh© I ¸ß es‡ki
ivRv‡ì ivRavbx wQj| Avi GB ivRavbxi bvg wQj
ÔcyÊªbMiÕ| evsjv‡`‡k cÖvß cv_‡ii PvKwZ‡Z †Lv`vB
Kiv m¤¢eZ cÖvPxbZg wkjvwjwc GLv‡b cvIqv †M‡Q|
69. evsjv‡`‡ki msweavb KZwU fvlvq iwPZ?
a) 1wU b) 2wU
c) 3wU d) 4wU ans. B
Solution: evsjv‡`‡ki msweavb 2wU fvlvq iwPZ n‡q‡Q|
GKwU n‡jv Bs‡iwR Ges AciwU evsjv| msweav‡bi
Bs‡iwR †jLK n‡jb W. Kvgvj †nv‡mb Ges evsjvq
Abyev`K n‡jb W. Avwbmy¾vgvb|
70. b`x Qvov Ôgnvb›`vÕ Kx?
a) ZigyR b) mwilv
c) Avg d) Kjv ans. C
Solution: wKQz DbœZRv‡Zi Av‡gi bvg n‡jvt evwi Avg-
1(gnvb›`v), evwi Avg-2, evwi Avg-3, (Avgªcwj),
evwi Avg-4 (nvBweªW), †gvnb‡fvM, j¨vsov, dRjx,
†Mvcvj‡fvM, wngmvMi, ¶ximvcvwZ, Avwk¦bv,
wKlvY‡fvM, Kzqvcvnvwo, jZv, †ev¤^vB, †dvwiqv,
†KvwnZzi, j¶Y‡fvM, wgwkª‡fvM, †MŠogwZ|
D‡j L¨, Avg‡K me©cÖ_g ewnwe©‡k¦ cwiwPZ Kivb
weL¨vZ Pxbv ch©UK wnD‡qb mvs 632 †_‡K 645
mv‡j| evsjv‡`‡ki Ô¶ximvcvwZÕ Avg wR.AvB. cY¨
wn‡m‡e ¯^xK…wZ †c‡q‡Q|
71. f~K¤ú‡bi ZxeªZv gvcvi h‡š¿i bvg Kx?
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a) e¨v‡ivwgUvi b) d¨v‡`vwgUvi
c) wmm‡gvMÖvd d) K¤úvm ans. C
Solution: wmm‡gvMÖvd f~c„‡ôi Av‡›`vjb cwigvc‡bi Ges
f~wgK‡¤úi Drm Lyu‡R †ei Kivi hš¿| Gi mvnv‡h¨
Ab¨vb¨ we‡ùviY, cÖPÊ So BZ¨vwì †LuvR cvIqv
hvq| ZvQvov †gi“ AÂ‡ji ei‡di MfxiZv, LwbR
†Zj fvÊvi BZ¨vwìI Gi mvnv‡h¨ †ei Kiv hvq|
h‡š¿i bvg e¨v‡ivwgUvi d¨v‡`vwgUvi wmm‡gvMÖvd
KvR evqygÊ‡ji
(AvenvIqv) Pvc
wbY©qK hš¿
mgy‡`ªi MfxiZv
cwigvcK hš¿
f~K¤úb Zi½
wbY©qK hš¿
72. evsjv‡`k Iqvb †W wµ‡K‡Ui kZZg g¨v‡P †Kvb
†`k‡K civwRZ K‡i?
a) cvwK¯—vb b) fviZ
c) wR¤^vey‡q d) wbDwRj¨vÛ ans. B
Solution: 2004 mv‡ji wW‡m¤^‡i fvi‡Zi wec‡¶ 100Zg
g¨v‡P nvweeyj evkvi myg‡bi †bZ…‡Z¡ Iqvb‡W g¨vP †L‡j
evsjv‡`k `j| e½eÜz RvZxq †÷wWqv‡g †mB g¨v‡P
cÖ_‡g e¨vU K‡i 229 ivb msMÖn K‡i fvi‡Zi wec‡¶
15 iv‡b Rq cvq evsjv‡`k|
73. wek¦ cwi‡ek wèm cvwjZ nq †Kvb Zvwi‡L?
a) 5 Rvbyqvwi b) 8 gvP©
c) 5 Ryb d) 10 wW‡m¤î ans. C
Solution: wèm 5 Ryb 8 gvP© 10 wW‡m¤î
ZvwiL wek¦ cwi‡ek
wèm
Avš—R©vwZK
bvix wèm
gvbevwaKvi
wèm
74. evsjv‡`‡k cÖ_g Bwc‡RW †Kv_vq Aew¯’Z nq?
a) mvfvi b) PÆMÖvg
c) gsjv d) MvRxcyi ans. B
Solution: evsjv‡`‡ki cÖ_g Bwc‡RW n‡jv PÆMÖvg
Bwc‡RW| Avi †`‡ki cÖ_g †emiKvwi Bwc‡RW n‡jv
KY©dzjx Bwc‡RW (wfwËcÖ¯’i ¯’vcb 1999 mv‡j)|
D‡j L¨, evsjv‡`‡ki K…wlwfwËK Bwc‡RW n‡jv
DËiv Bwc‡RW ev bxjdvgvix Bwc‡RW| GB ißvwb
cÖwµqvKiY AÂjwU 1999 mv‡j ¯’vwcZ nq|
75. Zzi‡¯‹i gy`ªvi bvg Kx?
a) w`bvi b) wìnvg
c) Wjvi d) wjiv ans. D
Solution: Gwkqvi wKQz †`k, ivRavbx, gy`ªvi bvgt
†`k evnivBb,
BivK, RW©vb
mshy³ Avie
AvwgivZ
eª“bvB,
wm½vcyi
Zzi¯‹
ivRavbx gvbvgv, Av¤§vb,
evM`v`
Aveyavwe e›ì †mwi
†eMIqvb,
wm½vcyi
Av¼viv
gy`ªvi bvg w`bvi wìnvg Wjvi wjiv
76. g~j¨ ms‡hvRb Ki GKwU
a) cÖZ¨¶ Ki b) c‡iv¶ Ki
c) cwic~iK Ki d) m¤ú~iK Ki ans. B
Solution: g~j¨ ms‡hvRb Ki GKwU c‡iv¶ Ki| GwU
evsjv‡`‡k weµq K‡ii weKí wn‡m‡e avh© Kiv nq|
evsjv‡`‡k GB g~j¨ ms‡hvRb Ki Pvjy nq 1 RyjvB,
1991 mv‡j| evsjv‡`‡ki ivR¯^ Av‡qi cÖavb Drm
n‡jv g~mK (g~j¨ ms‡hvRb Ki)|
77. wek¦e¨vsK †_‡K m`m¨ c` cÖZ¨vnviKvix †`k †KvbwU?
a) wKDev b) wdwjw¯—b
c) Bivb d) Pxb ans. A
Solution: wek¦e¨vs‡Ki eZ©gv‡b m`m¨ †`k bq wKDev| 14
b‡f¤î 1960 mv‡j †`kwU wek¦e¨vs‡Ki m`m¨ c`
cÖZ¨vnvi K‡i †bq|
78. evsjv‡`‡k K‡e †_‡K eq¯‹fvZv Pvjy nq?
a) 1996 mv‡j b) 1997 mv‡j
c) 1998 mv‡j d) 1999 mv‡j ans. B & C
79. i‡³ wn‡gv‡M vwe‡bi KvR Kx?
a) Aw·‡Rb cwienb Kiv b) ni‡gvb enb Kiv
c) i³ RgvU euva‡Z mvnvh¨ Kiv d) Lv`¨ cwienb Kiv
ans. A
Solution: i‡³i g‡a¨ we`¨gvb †jŠnNwUZ RwUj MV‡bi
ˆRe c`v_© nj wn‡gv‡M vweb| GwU Aw·‡R‡bi mv‡_
wg‡k Aw·wn‡gv‡M vweb ˆZwii gva¨‡g mgMÖ †`‡n
Aw·‡Rb mieivn K‡i| wn‡gv‡M vwe‡bi Kvi‡Y
gvby‡li i‡³i eY© jvj nq| wn‡gv‡M vweb i‡³i
†jvwnZ KwYKvq _v‡K| wn‡gv‡M vweb 4 kZvsk wng
Ges 96 kZvsk †M vweb bvgK mij †cÖvwU‡bi mgš^‡q
MwVZ|
80. evsjv‡`k‡K ¯^xK…wZ `vbKvix cÖ_g Avie †`k n‡”Q
a) †mŠw` Avie b) Kz‡qZ
c) BivK d) evnivBb ans. C
Solution: evsjv‡`k‡K ¯^xK…wZ‡Z cÖ_gt
†`k ZviwL
cÖ_g †`k fyUvb 6 wW‡m¤î 1971
Avie †`k BivK 8 RyjvB 1972
DcmvMixq †`k Kz‡qZ 4 b‡f¤î 1973
BD‡ivcxq †`k c~e© Rvg©vwb 11 Rvbyqvwi 1972
DËi Av‡gwiKvi †`k eve©v‡Wvm 20 Rvbyqvwi 1972
`w¶Y Av‡gwiKvi †`k †fwbRy‡qjv 2 †g 1972
I‡kwbqv †`k †Uv½v 24 Rvbyqvwi 1972
Gkxq gymwjg †`k B‡›`v‡bwkqv I gvj‡qwkqv 25 †deª“qvwi
1972
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