SlideShare ist ein Scribd-Unternehmen logo
1 von 45
How To Do KS2 Maths SATs
Type Questions
(Paper A – Calculator Not
Allowed)
Percentages 1: Finding
The Percentage Of An
Amount
For more maths help & free games related
to this, visit: www.makemymathsbetter.com
In a SAT paper you might be asked to find out the percentage
of an amount.
In a SAT paper you might be asked to find out the percentage
of an amount.
For example, calculate 5% of £3800
In a SAT paper you might be asked to find out the percentage
of an amount.
For example, calculate 5% of £3800
You first need to calculate 10% of £3800
In a SAT paper you might be asked to find out the percentage
of an amount.
For example, calculate 5% of £3800
You first need to calculate 10% of £3800
10% is equivalent to 1/10
In a SAT paper you might be asked to find out the percentage
of an amount.
For example, calculate 5% of £3800
You first need to calculate 10% of £3800
10% is equivalent to 1/10
So 10% of £3800 = 1/10 of £3800
In a SAT paper you might be asked to find out the percentage
of an amount.
For example, calculate 5% of £3800
You first need to calculate 10% of £3800
10% is equivalent to 1/10
So 10% of £3800 = 1/10 of £3800 = £380
In a SAT paper you might be asked to find out the percentage
of an amount.
For example, calculate 5% of £3800
You first need to calculate 10% of £3800
10% is equivalent to 1/10
So 10% of £3800 = 1/10 of £3800 = £380
5% is a half of 10%
In a SAT paper you might be asked to find out the percentage
of an amount.
For example, calculate 5% of £3800
You first need to calculate 10% of £3800
10% is equivalent to 1/10
So 10% of £3800 = 1/10 of £3800 = £380
5% is a half of 10%
So 5% of £3800 = ½ of £380
In a SAT paper you might be asked to find out the percentage
of an amount.
For example, calculate 5% of £3800
You first need to calculate 10% of £3800
10% is equivalent to 1/10
So 10% of £3800 = 1/10 of £3800 = £380
5% is a half of 10%
So 5% of £3800 = ½ of £380 = £190
Another example is; calculate 15% of 580
Another example is; calculate 15% of 580
15% = 10% + 5%
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
10% is equivalent to 1/10
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
10% is equivalent to 1/10
So 10% of 580 = 1/10 of 580
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
10% is equivalent to 1/10
So 10% of 580 = 1/10 of 580 = 58
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
10% is equivalent to 1/10
So 10% of 580 = 1/10 of 580 = 58
Then you need to calculate 5% of 580
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
10% is equivalent to 1/10
So 10% of 580 = 1/10 of 580 = 58
Then you need to calculate 5% of 580
5% is a half of 10%
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
10% is equivalent to 1/10
So 10% of 580 = 1/10 of 580 = 58
Then you need to calculate 5% of 580
5% is a half of 10%
So 5% of 580 = ½ of 58
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
10% is equivalent to 1/10
So 10% of 580 = 1/10 of 580 = 58
Then you need to calculate 5% of 580
5% is a half of 10%
So 5% of 580 = ½ of 58 = 29
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
10% is equivalent to 1/10
So 10% of 580 = 1/10 of 580 = 58
Then you need to calculate 5% of 580
5% is a half of 10%
So 5% of 580 = ½ of 58 = 29
Finally, you need to add 10% of 580 to 5% of 580
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
10% is equivalent to 1/10
So 10% of 580 = 1/10 of 580 = 58
Then you need to calculate 5% of 580
5% is a half of 10%
So 5% of 580 = ½ of 58 = 29
Finally, you need to add 10% of 580 to 5% of 580
15% of 580 = 58 + 29
Another example is; calculate 15% of 580
15% = 10% + 5%
First, you need to calculate 10% of 580
10% is equivalent to 1/10
So 10% of 580 = 1/10 of 580 = 58
Then you need to calculate 5% of 580
5% is a half of 10%
So 5% of 580 = ½ of 58 = 29
Finally, you need to add 10% of 580 to 5% of 580
15% of 580 = 58 + 29 = 87
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
a)

5% of £2800 = £140

b)

15% of 680 = 102

c)

20% of £3500 = £700

d)

25% of 480 = 120

e)

35% of £1200 = £420
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
a)

5% of £2800 = £140

b)

15% of 680 = 102

c)

20% of £3500 = £700

d)

25% of 480 = 120

e)

35% of £1200 = £420
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
a)

5% of £2800 = £140

b)

15% of 680 = 102

c)

20% of £3500 = £700

d)

e) 25% of 480 = 120
e)

35% of £1200 = £420
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
a)

5% of £2800 = £140

b)

15% of 680 = 102

c)

20% of £3500 = £700

d)

2

e)5% of 480 = 120
e)

35% of £1200 = £420
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
a)

5% of £2800 = £140

b)

15% of 680 = 102

c)

20% of £3500 = £700

d)

25% of 480 = 120

e)

f) 35% of £1200 = £420
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
a)

5% of £2800 = £140

b)

15% of 680 = 102

c)

20% of £3500 = £700

d)

25% of 480 = 120

e)

35% of £1200 = £420
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
a)

5% of £2800 = £140

b)

15% of 680 = 102

c)

20% of £3500 = £700

d)
e)

25% of 480 = 120
35% o

f)f £1200 = £420
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
a)

5% of £2800 = £140

b)

15% of 680 = 102

c)

20% of £3500 = £700

d)
e)

25% of 480 = 120
35% o

f)f £1200 = £420
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
a)

5% of £2800 = £140

b)

15% of 680 = 102

c)

20% of £3500 = £700

d)

25% of 480 = 120

e)

35% of £1200 = £420
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
a)

5% of £2800 = £140

b)

15% of 680 = 102

c)

20% of £3500 = £700

d)

25% of 480 = 120

e)

35% of £1200 = £420
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
f)

75% of 360 = 270

g)95% of £2400 = £22

h)80
h)

10% of 550 = 55

i)

60% of £4500 = £2700

j)

45% of 840 = 378
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
f)

75% of 360 = 270

g)

95% of £2400 = £2280

h)

10% of 550 = 55

i)

60% of £4500 = £2700
j)

45% of 840 = 378
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
f)

75% of 360 = 270

g)

95% of £2400 = £2280

h)

10% of 550 = 55

i)

60% of £4500 = £2700

j)45% of

k)840 = 378
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
f)

75% of 360 = 270

g)

95% of £2400 = £2280

h)

10% of 550 = 55

i)60% of £4

ii)500 = £2700
j)

45% of 840 = 378
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
f)

75% of 360 = 270

g)

95% of £2400 = £2280

h)

10% of 550 = 55

i)

60% of £4500 = £2700

j)

45% of 840 = 378
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
f)

75% of 360 = 270

g)

95% of £2400 = £2280

h)

10% of 550 = 55

i)

60% of £4500 = £2700

j)

45% of 840 = 378
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
f)

75% of 360 = 270

g)

95% of £2400 = £2280

h)

10% of 550 = 55

i)

60% of £4500 = £2700

j)45% of

k)840 = 378
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
f)

75% of 360 = 270

g)

95% of £2400 = £2280

h)

10% of 550 = 55

i)

60% of £4500 = £2700

j)

45% of 840 = 378
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
f)

75% of 360 = 270

g)

95% of £2400 = £2280

h)

10% of 550 = 55

i)

60% of £4500 = £2700

j)

45% of 840 = 378
Now, try some by yourself to see if you have understood. Click to
reveal the answer:
f)

75% of 360 = 270

g)

95% of £2400 = £2280

h)

10% of 550 = 55

i)

60% of £4500 = £2700

j)

45% of 840 = 378
That’s it for now......
for more help with your maths,
try my book:
mastering multiplication tables
on amazon.com

Weitere ähnliche Inhalte

Andere mochten auch

Fractions, Decimals and Percentages
Fractions, Decimals and PercentagesFractions, Decimals and Percentages
Fractions, Decimals and Percentages
grade5a
 

Andere mochten auch (11)

Year 5 Term 4 smartie maths
Year 5 Term 4 smartie mathsYear 5 Term 4 smartie maths
Year 5 Term 4 smartie maths
 
Maths multiplying by a percentage
Maths multiplying by a percentageMaths multiplying by a percentage
Maths multiplying by a percentage
 
Fractions, Decimals and Percentages
Fractions, Decimals and PercentagesFractions, Decimals and Percentages
Fractions, Decimals and Percentages
 
Photolanguage australia toronto pres.
Photolanguage australia  toronto pres.Photolanguage australia  toronto pres.
Photolanguage australia toronto pres.
 
number system
number system number system
number system
 
Lesson plan survey and data generation
Lesson plan   survey and data generationLesson plan   survey and data generation
Lesson plan survey and data generation
 
Ideas for teaching chance, data and interpretation of data
Ideas for teaching chance, data and interpretation of dataIdeas for teaching chance, data and interpretation of data
Ideas for teaching chance, data and interpretation of data
 
Top 41 interview questions and answers
Top 41 interview questions and answersTop 41 interview questions and answers
Top 41 interview questions and answers
 
Top 10 examinations interview questions with answers
Top 10 examinations interview questions with answersTop 10 examinations interview questions with answers
Top 10 examinations interview questions with answers
 
Macbeth
MacbethMacbeth
Macbeth
 
Top 16 ways to make money online forever
Top 16 ways to make money online foreverTop 16 ways to make money online forever
Top 16 ways to make money online forever
 

Ähnlich wie How To Do KS2 Maths SATs Paper A Percentage Questions (Part 1)

December 6, 2013
December 6, 2013December 6, 2013
December 6, 2013
khyps13
 
G7TB8-10.0 Percentages.ppsx
G7TB8-10.0 Percentages.ppsxG7TB8-10.0 Percentages.ppsx
G7TB8-10.0 Percentages.ppsx
Deena122252
 
Maths A - Skill sheets
Maths A - Skill sheetsMaths A - Skill sheets
Maths A - Skill sheets
westy67968
 
December 12, 2014
December 12, 2014December 12, 2014
December 12, 2014
khyps13
 
Jeopardy math proportions
Jeopardy  math proportionsJeopardy  math proportions
Jeopardy math proportions
Dancergirl11
 
Jeopardy math proportions
Jeopardy  math proportionsJeopardy  math proportions
Jeopardy math proportions
Dancergirl11
 
St Vincent de Paul Y5 Home learning W2 15.1.21 fri
St Vincent de Paul Y5 Home learning W2 15.1.21 friSt Vincent de Paul Y5 Home learning W2 15.1.21 fri
St Vincent de Paul Y5 Home learning W2 15.1.21 fri
NICOLEWHITE118
 
Percentages new si
Percentages new siPercentages new si
Percentages new si
shehlaijaz
 
Percentages and discounts tutorial
Percentages and discounts tutorialPercentages and discounts tutorial
Percentages and discounts tutorial
EdTechonGC Mallett
 
Test review
Test reviewTest review
Test review
bweldon
 

Ähnlich wie How To Do KS2 Maths SATs Paper A Percentage Questions (Part 1) (20)

(operations on percent) Lesson Plan
(operations on percent) Lesson Plan(operations on percent) Lesson Plan
(operations on percent) Lesson Plan
 
Percentages
PercentagesPercentages
Percentages
 
December 6, 2013
December 6, 2013December 6, 2013
December 6, 2013
 
Percentages
PercentagesPercentages
Percentages
 
Five Percent is One-Twentieth
Five Percent is One-TwentiethFive Percent is One-Twentieth
Five Percent is One-Twentieth
 
G7TB8-10.0 Percentages.ppsx
G7TB8-10.0 Percentages.ppsxG7TB8-10.0 Percentages.ppsx
G7TB8-10.0 Percentages.ppsx
 
Maths A - Skill sheets
Maths A - Skill sheetsMaths A - Skill sheets
Maths A - Skill sheets
 
Percentage of an amount
Percentage of an amountPercentage of an amount
Percentage of an amount
 
Percentages
PercentagesPercentages
Percentages
 
December 12, 2014
December 12, 2014December 12, 2014
December 12, 2014
 
Jeopardy math proportions
Jeopardy  math proportionsJeopardy  math proportions
Jeopardy math proportions
 
Jeopardy math proportions
Jeopardy  math proportionsJeopardy  math proportions
Jeopardy math proportions
 
Porcentagem e decimais
Porcentagem e decimais Porcentagem e decimais
Porcentagem e decimais
 
KS4-Sull-Maths-Wed10Feb.pptx
KS4-Sull-Maths-Wed10Feb.pptxKS4-Sull-Maths-Wed10Feb.pptx
KS4-Sull-Maths-Wed10Feb.pptx
 
St Vincent de Paul Y5 Home learning W2 15.1.21 fri
St Vincent de Paul Y5 Home learning W2 15.1.21 friSt Vincent de Paul Y5 Home learning W2 15.1.21 fri
St Vincent de Paul Y5 Home learning W2 15.1.21 fri
 
Percentages new si
Percentages new siPercentages new si
Percentages new si
 
Percentages and discounts tutorial
Percentages and discounts tutorialPercentages and discounts tutorial
Percentages and discounts tutorial
 
Percentages xxx
Percentages xxxPercentages xxx
Percentages xxx
 
1LineLegend e
1LineLegend e1LineLegend e
1LineLegend e
 
Test review
Test reviewTest review
Test review
 

Mehr von Chris James

How To Do KS2 Maths SATs A Subtraction Questions
How To Do KS2 Maths SATs A Subtraction QuestionsHow To Do KS2 Maths SATs A Subtraction Questions
How To Do KS2 Maths SATs A Subtraction Questions
Chris James
 
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 2)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 2)How To Do KS2 Maths SATs Paper B Fractions Questions (Part 2)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 2)
Chris James
 
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 3)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 3)How To Do KS2 Maths SATs Paper B Fractions Questions (Part 3)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 3)
Chris James
 
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 1)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 1)How To Do KS2 Maths SATs Paper B Fractions Questions (Part 1)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 1)
Chris James
 
How To Do KS2 Maths SATs Paper B Percentage Questions (Part 1)
How To Do KS2 Maths SATs Paper B Percentage Questions (Part 1)How To Do KS2 Maths SATs Paper B Percentage Questions (Part 1)
How To Do KS2 Maths SATs Paper B Percentage Questions (Part 1)
Chris James
 
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 2)
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 2)How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 2)
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 2)
Chris James
 
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 1)
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 1)How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 1)
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 1)
Chris James
 
How To Do KS2 Maths SATs Paper A Division Questions (Part 1)
How To Do KS2 Maths SATs Paper A Division Questions (Part 1)How To Do KS2 Maths SATs Paper A Division Questions (Part 1)
How To Do KS2 Maths SATs Paper A Division Questions (Part 1)
Chris James
 
Multiplying Decimals (3 Digit by 1 Digit)
Multiplying Decimals (3 Digit by 1 Digit)Multiplying Decimals (3 Digit by 1 Digit)
Multiplying Decimals (3 Digit by 1 Digit)
Chris James
 
Short Division Of Decimals
Short Division Of DecimalsShort Division Of Decimals
Short Division Of Decimals
Chris James
 
Addition Using The Column Method
Addition Using The Column MethodAddition Using The Column Method
Addition Using The Column Method
Chris James
 
Short Division: 4digit by 2digit (No Remainder)
Short Division: 4digit by 2digit (No Remainder)Short Division: 4digit by 2digit (No Remainder)
Short Division: 4digit by 2digit (No Remainder)
Chris James
 
Short Division: 3 Digit by 1 Digit (With Remainder)
Short Division: 3 Digit by 1 Digit (With Remainder)Short Division: 3 Digit by 1 Digit (With Remainder)
Short Division: 3 Digit by 1 Digit (With Remainder)
Chris James
 
Short Division: 3 Digit by 1 Digit (No Remainder)
Short Division: 3 Digit by 1 Digit (No Remainder)Short Division: 3 Digit by 1 Digit (No Remainder)
Short Division: 3 Digit by 1 Digit (No Remainder)
Chris James
 

Mehr von Chris James (20)

How To Do KS2 Maths SATs A Subtraction Questions (Part 2)
How To Do KS2 Maths SATs A Subtraction Questions (Part 2)How To Do KS2 Maths SATs A Subtraction Questions (Part 2)
How To Do KS2 Maths SATs A Subtraction Questions (Part 2)
 
How To Do KS2 Maths SATs A Subtraction Questions
How To Do KS2 Maths SATs A Subtraction QuestionsHow To Do KS2 Maths SATs A Subtraction Questions
How To Do KS2 Maths SATs A Subtraction Questions
 
How To Do KS2 Maths A SATs Addition Questions (Part 1)
How To Do KS2 Maths A SATs Addition Questions (Part 1)How To Do KS2 Maths A SATs Addition Questions (Part 1)
How To Do KS2 Maths A SATs Addition Questions (Part 1)
 
How To Do KS2 Mental Maths Paper SATs Negative Number Questions
How To Do KS2 Mental Maths Paper SATs Negative Number QuestionsHow To Do KS2 Mental Maths Paper SATs Negative Number Questions
How To Do KS2 Mental Maths Paper SATs Negative Number Questions
 
How To Do KS2 Maths A SATs Negative Number Questions
How To Do KS2 Maths A SATs Negative Number QuestionsHow To Do KS2 Maths A SATs Negative Number Questions
How To Do KS2 Maths A SATs Negative Number Questions
 
Multiplying 3 Digit Numbers by 1 Digit Numbers Using The Grid Method
Multiplying 3 Digit Numbers by 1 Digit Numbers Using The Grid MethodMultiplying 3 Digit Numbers by 1 Digit Numbers Using The Grid Method
Multiplying 3 Digit Numbers by 1 Digit Numbers Using The Grid Method
 
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 2)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 2)How To Do KS2 Maths SATs Paper B Fractions Questions (Part 2)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 2)
 
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 3)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 3)How To Do KS2 Maths SATs Paper B Fractions Questions (Part 3)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 3)
 
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 1)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 1)How To Do KS2 Maths SATs Paper B Fractions Questions (Part 1)
How To Do KS2 Maths SATs Paper B Fractions Questions (Part 1)
 
How To Do KS2 Maths SATs Paper B Percentage Questions (Part 1)
How To Do KS2 Maths SATs Paper B Percentage Questions (Part 1)How To Do KS2 Maths SATs Paper B Percentage Questions (Part 1)
How To Do KS2 Maths SATs Paper B Percentage Questions (Part 1)
 
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 2)
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 2)How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 2)
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 2)
 
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 1)
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 1)How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 1)
How To Do KS2 Maths SATs Paper A Multiplication Questions (Part 1)
 
How To Do KS2 Maths SATs Paper A Division Questions (Part 1)
How To Do KS2 Maths SATs Paper A Division Questions (Part 1)How To Do KS2 Maths SATs Paper A Division Questions (Part 1)
How To Do KS2 Maths SATs Paper A Division Questions (Part 1)
 
Adding Decimals
Adding DecimalsAdding Decimals
Adding Decimals
 
Multiplying Decimals (3 Digit by 1 Digit)
Multiplying Decimals (3 Digit by 1 Digit)Multiplying Decimals (3 Digit by 1 Digit)
Multiplying Decimals (3 Digit by 1 Digit)
 
Short Division Of Decimals
Short Division Of DecimalsShort Division Of Decimals
Short Division Of Decimals
 
Addition Using The Column Method
Addition Using The Column MethodAddition Using The Column Method
Addition Using The Column Method
 
Short Division: 4digit by 2digit (No Remainder)
Short Division: 4digit by 2digit (No Remainder)Short Division: 4digit by 2digit (No Remainder)
Short Division: 4digit by 2digit (No Remainder)
 
Short Division: 3 Digit by 1 Digit (With Remainder)
Short Division: 3 Digit by 1 Digit (With Remainder)Short Division: 3 Digit by 1 Digit (With Remainder)
Short Division: 3 Digit by 1 Digit (With Remainder)
 
Short Division: 3 Digit by 1 Digit (No Remainder)
Short Division: 3 Digit by 1 Digit (No Remainder)Short Division: 3 Digit by 1 Digit (No Remainder)
Short Division: 3 Digit by 1 Digit (No Remainder)
 

Kürzlich hochgeladen

Seal of Good Local Governance (SGLG) 2024Final.pptx
Seal of Good Local Governance (SGLG) 2024Final.pptxSeal of Good Local Governance (SGLG) 2024Final.pptx
Seal of Good Local Governance (SGLG) 2024Final.pptx
negromaestrong
 
The basics of sentences session 3pptx.pptx
The basics of sentences session 3pptx.pptxThe basics of sentences session 3pptx.pptx
The basics of sentences session 3pptx.pptx
heathfieldcps1
 

Kürzlich hochgeladen (20)

Python Notes for mca i year students osmania university.docx
Python Notes for mca i year students osmania university.docxPython Notes for mca i year students osmania university.docx
Python Notes for mca i year students osmania university.docx
 
Third Battle of Panipat detailed notes.pptx
Third Battle of Panipat detailed notes.pptxThird Battle of Panipat detailed notes.pptx
Third Battle of Panipat detailed notes.pptx
 
On National Teacher Day, meet the 2024-25 Kenan Fellows
On National Teacher Day, meet the 2024-25 Kenan FellowsOn National Teacher Day, meet the 2024-25 Kenan Fellows
On National Teacher Day, meet the 2024-25 Kenan Fellows
 
Explore beautiful and ugly buildings. Mathematics helps us create beautiful d...
Explore beautiful and ugly buildings. Mathematics helps us create beautiful d...Explore beautiful and ugly buildings. Mathematics helps us create beautiful d...
Explore beautiful and ugly buildings. Mathematics helps us create beautiful d...
 
Unit-V; Pricing (Pharma Marketing Management).pptx
Unit-V; Pricing (Pharma Marketing Management).pptxUnit-V; Pricing (Pharma Marketing Management).pptx
Unit-V; Pricing (Pharma Marketing Management).pptx
 
Seal of Good Local Governance (SGLG) 2024Final.pptx
Seal of Good Local Governance (SGLG) 2024Final.pptxSeal of Good Local Governance (SGLG) 2024Final.pptx
Seal of Good Local Governance (SGLG) 2024Final.pptx
 
2024-NATIONAL-LEARNING-CAMP-AND-OTHER.pptx
2024-NATIONAL-LEARNING-CAMP-AND-OTHER.pptx2024-NATIONAL-LEARNING-CAMP-AND-OTHER.pptx
2024-NATIONAL-LEARNING-CAMP-AND-OTHER.pptx
 
Unit-IV- Pharma. Marketing Channels.pptx
Unit-IV- Pharma. Marketing Channels.pptxUnit-IV- Pharma. Marketing Channels.pptx
Unit-IV- Pharma. Marketing Channels.pptx
 
The basics of sentences session 3pptx.pptx
The basics of sentences session 3pptx.pptxThe basics of sentences session 3pptx.pptx
The basics of sentences session 3pptx.pptx
 
Grant Readiness 101 TechSoup and Remy Consulting
Grant Readiness 101 TechSoup and Remy ConsultingGrant Readiness 101 TechSoup and Remy Consulting
Grant Readiness 101 TechSoup and Remy Consulting
 
How to Give a Domain for a Field in Odoo 17
How to Give a Domain for a Field in Odoo 17How to Give a Domain for a Field in Odoo 17
How to Give a Domain for a Field in Odoo 17
 
ICT role in 21st century education and it's challenges.
ICT role in 21st century education and it's challenges.ICT role in 21st century education and it's challenges.
ICT role in 21st century education and it's challenges.
 
UGC NET Paper 1 Mathematical Reasoning & Aptitude.pdf
UGC NET Paper 1 Mathematical Reasoning & Aptitude.pdfUGC NET Paper 1 Mathematical Reasoning & Aptitude.pdf
UGC NET Paper 1 Mathematical Reasoning & Aptitude.pdf
 
Understanding Accommodations and Modifications
Understanding  Accommodations and ModificationsUnderstanding  Accommodations and Modifications
Understanding Accommodations and Modifications
 
ICT Role in 21st Century Education & its Challenges.pptx
ICT Role in 21st Century Education & its Challenges.pptxICT Role in 21st Century Education & its Challenges.pptx
ICT Role in 21st Century Education & its Challenges.pptx
 
Key note speaker Neum_Admir Softic_ENG.pdf
Key note speaker Neum_Admir Softic_ENG.pdfKey note speaker Neum_Admir Softic_ENG.pdf
Key note speaker Neum_Admir Softic_ENG.pdf
 
microwave assisted reaction. General introduction
microwave assisted reaction. General introductionmicrowave assisted reaction. General introduction
microwave assisted reaction. General introduction
 
Kodo Millet PPT made by Ghanshyam bairwa college of Agriculture kumher bhara...
Kodo Millet  PPT made by Ghanshyam bairwa college of Agriculture kumher bhara...Kodo Millet  PPT made by Ghanshyam bairwa college of Agriculture kumher bhara...
Kodo Millet PPT made by Ghanshyam bairwa college of Agriculture kumher bhara...
 
General Principles of Intellectual Property: Concepts of Intellectual Proper...
General Principles of Intellectual Property: Concepts of Intellectual  Proper...General Principles of Intellectual Property: Concepts of Intellectual  Proper...
General Principles of Intellectual Property: Concepts of Intellectual Proper...
 
Unit-IV; Professional Sales Representative (PSR).pptx
Unit-IV; Professional Sales Representative (PSR).pptxUnit-IV; Professional Sales Representative (PSR).pptx
Unit-IV; Professional Sales Representative (PSR).pptx
 

How To Do KS2 Maths SATs Paper A Percentage Questions (Part 1)

  • 1. How To Do KS2 Maths SATs Type Questions (Paper A – Calculator Not Allowed) Percentages 1: Finding The Percentage Of An Amount For more maths help & free games related to this, visit: www.makemymathsbetter.com
  • 2. In a SAT paper you might be asked to find out the percentage of an amount.
  • 3. In a SAT paper you might be asked to find out the percentage of an amount. For example, calculate 5% of £3800
  • 4. In a SAT paper you might be asked to find out the percentage of an amount. For example, calculate 5% of £3800 You first need to calculate 10% of £3800
  • 5. In a SAT paper you might be asked to find out the percentage of an amount. For example, calculate 5% of £3800 You first need to calculate 10% of £3800 10% is equivalent to 1/10
  • 6. In a SAT paper you might be asked to find out the percentage of an amount. For example, calculate 5% of £3800 You first need to calculate 10% of £3800 10% is equivalent to 1/10 So 10% of £3800 = 1/10 of £3800
  • 7. In a SAT paper you might be asked to find out the percentage of an amount. For example, calculate 5% of £3800 You first need to calculate 10% of £3800 10% is equivalent to 1/10 So 10% of £3800 = 1/10 of £3800 = £380
  • 8. In a SAT paper you might be asked to find out the percentage of an amount. For example, calculate 5% of £3800 You first need to calculate 10% of £3800 10% is equivalent to 1/10 So 10% of £3800 = 1/10 of £3800 = £380 5% is a half of 10%
  • 9. In a SAT paper you might be asked to find out the percentage of an amount. For example, calculate 5% of £3800 You first need to calculate 10% of £3800 10% is equivalent to 1/10 So 10% of £3800 = 1/10 of £3800 = £380 5% is a half of 10% So 5% of £3800 = ½ of £380
  • 10. In a SAT paper you might be asked to find out the percentage of an amount. For example, calculate 5% of £3800 You first need to calculate 10% of £3800 10% is equivalent to 1/10 So 10% of £3800 = 1/10 of £3800 = £380 5% is a half of 10% So 5% of £3800 = ½ of £380 = £190
  • 11. Another example is; calculate 15% of 580
  • 12. Another example is; calculate 15% of 580 15% = 10% + 5%
  • 13. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580
  • 14. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580 10% is equivalent to 1/10
  • 15. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580 10% is equivalent to 1/10 So 10% of 580 = 1/10 of 580
  • 16. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580 10% is equivalent to 1/10 So 10% of 580 = 1/10 of 580 = 58
  • 17. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580 10% is equivalent to 1/10 So 10% of 580 = 1/10 of 580 = 58 Then you need to calculate 5% of 580
  • 18. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580 10% is equivalent to 1/10 So 10% of 580 = 1/10 of 580 = 58 Then you need to calculate 5% of 580 5% is a half of 10%
  • 19. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580 10% is equivalent to 1/10 So 10% of 580 = 1/10 of 580 = 58 Then you need to calculate 5% of 580 5% is a half of 10% So 5% of 580 = ½ of 58
  • 20. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580 10% is equivalent to 1/10 So 10% of 580 = 1/10 of 580 = 58 Then you need to calculate 5% of 580 5% is a half of 10% So 5% of 580 = ½ of 58 = 29
  • 21. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580 10% is equivalent to 1/10 So 10% of 580 = 1/10 of 580 = 58 Then you need to calculate 5% of 580 5% is a half of 10% So 5% of 580 = ½ of 58 = 29 Finally, you need to add 10% of 580 to 5% of 580
  • 22. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580 10% is equivalent to 1/10 So 10% of 580 = 1/10 of 580 = 58 Then you need to calculate 5% of 580 5% is a half of 10% So 5% of 580 = ½ of 58 = 29 Finally, you need to add 10% of 580 to 5% of 580 15% of 580 = 58 + 29
  • 23. Another example is; calculate 15% of 580 15% = 10% + 5% First, you need to calculate 10% of 580 10% is equivalent to 1/10 So 10% of 580 = 1/10 of 580 = 58 Then you need to calculate 5% of 580 5% is a half of 10% So 5% of 580 = ½ of 58 = 29 Finally, you need to add 10% of 580 to 5% of 580 15% of 580 = 58 + 29 = 87
  • 24. Now, try some by yourself to see if you have understood. Click to reveal the answer:
  • 25. Now, try some by yourself to see if you have understood. Click to reveal the answer: a) 5% of £2800 = £140 b) 15% of 680 = 102 c) 20% of £3500 = £700 d) 25% of 480 = 120 e) 35% of £1200 = £420
  • 26. Now, try some by yourself to see if you have understood. Click to reveal the answer: a) 5% of £2800 = £140 b) 15% of 680 = 102 c) 20% of £3500 = £700 d) 25% of 480 = 120 e) 35% of £1200 = £420
  • 27. Now, try some by yourself to see if you have understood. Click to reveal the answer: a) 5% of £2800 = £140 b) 15% of 680 = 102 c) 20% of £3500 = £700 d) e) 25% of 480 = 120 e) 35% of £1200 = £420
  • 28. Now, try some by yourself to see if you have understood. Click to reveal the answer: a) 5% of £2800 = £140 b) 15% of 680 = 102 c) 20% of £3500 = £700 d) 2 e)5% of 480 = 120 e) 35% of £1200 = £420
  • 29. Now, try some by yourself to see if you have understood. Click to reveal the answer: a) 5% of £2800 = £140 b) 15% of 680 = 102 c) 20% of £3500 = £700 d) 25% of 480 = 120 e) f) 35% of £1200 = £420
  • 30. Now, try some by yourself to see if you have understood. Click to reveal the answer: a) 5% of £2800 = £140 b) 15% of 680 = 102 c) 20% of £3500 = £700 d) 25% of 480 = 120 e) 35% of £1200 = £420
  • 31. Now, try some by yourself to see if you have understood. Click to reveal the answer: a) 5% of £2800 = £140 b) 15% of 680 = 102 c) 20% of £3500 = £700 d) e) 25% of 480 = 120 35% o f)f £1200 = £420
  • 32. Now, try some by yourself to see if you have understood. Click to reveal the answer: a) 5% of £2800 = £140 b) 15% of 680 = 102 c) 20% of £3500 = £700 d) e) 25% of 480 = 120 35% o f)f £1200 = £420
  • 33. Now, try some by yourself to see if you have understood. Click to reveal the answer: a) 5% of £2800 = £140 b) 15% of 680 = 102 c) 20% of £3500 = £700 d) 25% of 480 = 120 e) 35% of £1200 = £420
  • 34. Now, try some by yourself to see if you have understood. Click to reveal the answer: a) 5% of £2800 = £140 b) 15% of 680 = 102 c) 20% of £3500 = £700 d) 25% of 480 = 120 e) 35% of £1200 = £420
  • 35. Now, try some by yourself to see if you have understood. Click to reveal the answer: f) 75% of 360 = 270 g)95% of £2400 = £22 h)80 h) 10% of 550 = 55 i) 60% of £4500 = £2700 j) 45% of 840 = 378
  • 36. Now, try some by yourself to see if you have understood. Click to reveal the answer: f) 75% of 360 = 270 g) 95% of £2400 = £2280 h) 10% of 550 = 55 i) 60% of £4500 = £2700 j) 45% of 840 = 378
  • 37. Now, try some by yourself to see if you have understood. Click to reveal the answer: f) 75% of 360 = 270 g) 95% of £2400 = £2280 h) 10% of 550 = 55 i) 60% of £4500 = £2700 j)45% of k)840 = 378
  • 38. Now, try some by yourself to see if you have understood. Click to reveal the answer: f) 75% of 360 = 270 g) 95% of £2400 = £2280 h) 10% of 550 = 55 i)60% of £4 ii)500 = £2700 j) 45% of 840 = 378
  • 39. Now, try some by yourself to see if you have understood. Click to reveal the answer: f) 75% of 360 = 270 g) 95% of £2400 = £2280 h) 10% of 550 = 55 i) 60% of £4500 = £2700 j) 45% of 840 = 378
  • 40. Now, try some by yourself to see if you have understood. Click to reveal the answer: f) 75% of 360 = 270 g) 95% of £2400 = £2280 h) 10% of 550 = 55 i) 60% of £4500 = £2700 j) 45% of 840 = 378
  • 41. Now, try some by yourself to see if you have understood. Click to reveal the answer: f) 75% of 360 = 270 g) 95% of £2400 = £2280 h) 10% of 550 = 55 i) 60% of £4500 = £2700 j)45% of k)840 = 378
  • 42. Now, try some by yourself to see if you have understood. Click to reveal the answer: f) 75% of 360 = 270 g) 95% of £2400 = £2280 h) 10% of 550 = 55 i) 60% of £4500 = £2700 j) 45% of 840 = 378
  • 43. Now, try some by yourself to see if you have understood. Click to reveal the answer: f) 75% of 360 = 270 g) 95% of £2400 = £2280 h) 10% of 550 = 55 i) 60% of £4500 = £2700 j) 45% of 840 = 378
  • 44. Now, try some by yourself to see if you have understood. Click to reveal the answer: f) 75% of 360 = 270 g) 95% of £2400 = £2280 h) 10% of 550 = 55 i) 60% of £4500 = £2700 j) 45% of 840 = 378
  • 45. That’s it for now...... for more help with your maths, try my book: mastering multiplication tables on amazon.com