Can someone please help me with the solution for #60 pleaseAg.pdf

•

0 likes•4 views

Can someone please help me with the solution for #60 please? Agricultural scientists are working on developing an improved variety of Roma tomatoes. Marketing research indicates that customers are likely to bypass Romas that weigh less than 70 grams. The current variety of Roma plants produces fruit that averages 74 grams, but 11% of the tomatoes are too small. It is reasonable to assume that a Normal model applies. A. What is the standard deviation of the weights of Romas now being grown? B. Scientists hope to reduce the frequency of undersized tomatoes to no more than 4%. One way to accomplish this is to raise the average size of the fruit. If the standard deviation remains the same, what target mean should they have as a goal? C. The researchers produce a new variety with a mean weight of 75 grams, which meets the 4% goal. What is the standard deviation of the weights of these new Romas? D. Based on their standard deviations, compare the tomatoes produced by the two varieties. Solution Find what z-score corresponds to .04, then use the formula [z=(x-mean)/standard deviation] and solve for x this time. Use the standard deviation you found from the previous part..

Education

More from Amansupan

Case Study 2 Phillip Morris V. the market. Table 10.10 (See Below) .pdf

Amansupan

Carbon Factors manufactures emission detectors and employs a job-order costing system. During June, the company’s transactions and accounts included the following Raw materials purchased $265,000 Direct materials used in production 262,000 Raw materials inventory, beginning 4,200 Corporate administrative costs 21,400 Selling expenses 18,500 Sales 334,000 Total manufacturing overhead applied 39,200 Total manufacturing overhead incurred 38,100 Finished goods, beginning 17,200 Work in process inventory, beginning 13,700 Work in process inventory, ending 15,600 Direct labor cost incurred 48,000 Finished goods, ending 16,300 How much is cost of goods manufactured for June? Show all your computations. Solution Direct materials used in production $ 262,000 Direct labor cost incurred $ 48,000 Total manufacturing overhead incurred $ 38,100 Add: Work in process inventory, beginning $ 13,700 Less: Work in process inventory, ending $ 15,600 Cost ofgoods manufactured $ 346,200.

Case Project 12-2 Devising an AD DS Design with RODC, AD RMS, and A.pdf

Amansupan

Car Fuel Consumption Ratings Listed below are combined city-highway fuel consumption ratings (in miles/gal) for different cars measured under the old rating system and a new rating system introduced in 2008 (based on data from USA Today). The new rating were implemented in response to complaints that the old ratings were too high. Use a 0.01 significance level to test the claim the old ratings are higher than the new ratings. Old rating 16 18 27 17 33 28 33 18 24 19 18 27 22 18 20 29 19 27 20 21 New rating 15 16 24 15 29 25 29 16 22 17 16 24 20 16 18 26 17 25 18 19 Solution Old rating: n1=20, xbar1=22.7, s1=5.37 New rating: n2=20, xbar2=20.35, s2= 4.72 The test hypothesis is Ho:1=2 Ha:1>2 The test statistic is t=(xbar1-xbar2)/[s1^2/n1 + s2^2/n2] =(22.7-20.35)/sqrt(5.37^2/20 + 4.72^2/20) = 1.47 Given a=0.01, the critical value is |t(0.01, df=n1+n2-2=38)|=2.43 (check student t table) Since t=1.47 is less than 2.43, we do not reject Ho..

Case can be found at following linkColonial Broadcasting Company - .pdf

Amansupan

Can u use the definition of convergence to prove that (5n+17)/(2n) converges.. Solution (5n+17)/(2n) I\'m going to claim that the sequence converges to 5/2. Suppose we have e > 0. We need an N such that: n > N ===> |(5n + 17) / (2n) - 5/2| < e Let\'s work backwards from |(5n + 17) / (2n) - 5/2| < e, so that each step implies the previous step: |(5n + 17) / (2n) - 5/2| < e |(5n + 17) / n - 5| < 2e |(5n + 17) / n - 5n / n| < 2e |17 / n| < 2e 17 / n < 2e ... (since n > 0) n > 17 / (2e) so it converges over n > 17 / (2e).

Can u use the definition of convergence to prove that (5n+17)(2n) c.pdf

Amansupan

can u make more sentence?? I do not want to read. I need expain about these..... Solution Bed bugs, have resurged to quickly become a very important pest of the 21st century, as they invade numerous urban areas. Our society has had a 30+ year \"vacation\" from this pest, when bed bugs were almost completely removed from North America as a result of mass treatments with older types of insecticides (DDT, Chlordane, Lindane) Bed bugs are parasites that feed on the blood of people, using these blood meals to grow and reproduce. They do not distinguish between dirty or clean homes and all people are vulnerable to infestations in their homes. Bed bugs are also capable of feeding on animals, including dogs, cats, and other pets. Bed bugs typically cluster together in favorable harborage areas. However, some bed bugs will live by themselves, away from the rest of an infestation. The best way to determine if you have an infestation is to look for bed bugs where you sleep (or rest). In bedrooms, look particularly on and around boxsprings, mattresses, bed frames, tufts, folds, and buttons on mattresses, furniture, such as desks and chairs, behind wall paper, clocks and pictures, cracks in wood floors, and under the edge of carpet. If you travel also check your luggage, where you typically set it down when you enter your home and where you store it. While bed bugs are most commonly found in bedrooms, infestations can also occur in other rooms, including: bathrooms; living rooms; and laundry rooms. Dark blood spots on sheets and bedding may indicate bed bug feeding. Bed bugs will sometimes excrete while they are feeding. This results in darker (dark reddish or brownish) spots or smears found on bed sheets, pillowcases and mattresses, or in nearby areas. This material is composed mostly of digested blood and the stains are very characteristic. In severe infestations, bed bugs may be more noticeable. The accumulation of bugs, cast skins and fecal spots will be very apparent upon close inspection. Remember these insects are small and very flat, so they can move into very tight corners and cracks. In some infestations, they were found under picture frames, in between the glass and the frame and behind electrical outlet and other wall plates! Be prepared to do some close inspection and when in doubt, you should consider having the inspection done by a pest control service provider. You can use your washing machine and dryer to kill bed bugs that may be infesting clothes. Clothes laundered in hot water and/or dried in temperatures hotter than 122.

can u make more sentence I do not want to read. I need expain abou.pdf

Amansupan

can u help me or should u kall miSolution .pdf

Amansupan

Can the Fed Prevent U.S. Recessions? Solution The Federal Reserve makes decisions based on great academic economists and veteran bank and corporate executives. Politics is minimal, at least compared to most other government decisions. Tremendous resources support the decisions, with great economists on staff, massive data banks and access to outside experts. You would think that the Fed can prevent recessions. You would be wrong. The Fed just released minutes from the policy meetings held in 2008, as they do regularly with a five-year time lag. The minutes depict a massive failure of the technocratic ideal of putting some smart people in the room and letting them run things. Chairman Ben Bernanke is quoted as saying that he is “confounded and muddled.” The Fed eased early in 2008 and patted themselves on their backs. In March, after the Bear Stearns rescue, Janet Yellen said that “the likelihood of a severe financial panic has diminished.” That could actually be accurate, if she meant that the likelihood was going from 99 percent to 98 percent. Tim Geithner, then president of the New York Fed, said in March 2008, “It is very hard to make the judgment now that the financial system as a whole or the banking system as a whole is undercapitalized. Some people are out there saying that . . . . Based on everything we know today, if you look at very pessimistic estimates of the scale of losses across the financial system, on average relative to capital, they do not justify that concern.” He further suggested that talk about the risks within the financial system was harmful, clearly favoring a “trust us” message to the public. This discussion happened well before Lehman declared bankruptcy and credit markets melted down. However, the people making decisions at the Fed (the Board of Governors plus the 12 regional bank presidents, four of whom vote at any one time) are neither stupid nor ignorant. They are all talented, and they know the issues. (On a personal note, my lasting memory of the Fed Board is that I was congratulating myself for having been invited to meet with them, and then Alan Greenspan asked the toughest question I had fielded since my doctoral dissertation. It was also the most critical question for the economy at the time. And I had to confess that I didn’t know the answer.).

Can the Fed Prevent U.S. RecessionsSolutionThe Federal Reserv.pdf

Amansupan

Can SS ever have a value less than zeroSolutionNo, they can n.pdf

Amansupan

Can someone show me how to prove this? I can easily use a DFA but i need it more general. Prove that if a language L contains finitely many elements then it is regular. Can someone show me how to prove this? I can easily use a DFA but i need it more general. Solution Buy the basic definition of regularity of a Language we mean that there is some mechanish buy which we can distinguish the member of a language from the non member in deterministic way. To handle a language containing infinite number of elements we use DFA\'s etc.. But if we know that the elements are finite we can easily check the membership of a language buy just checking will all the members of the language. In this way member ship is guarenteed to be find if the elements are finite. So if a language contains a finite amount of elements then it is Regular..

Can someone show me how to prove this I can easily use a DFA bu.pdf

Amansupan

Can someone please help me with this question. Suppose that Xn, n = 1,2,3,... is a Bernoulli process with parameter p, i.e. P(Xn = 1) = p for all n. Suppose that Wn, n = 1,2,3,... is another Bernoulli process with parameter s. We assume that the two random processes are completely independent of each other (that is, any collection of samples of Xn is independent from any collection of Wn ). We form a new random process Yn, n = 1.2,3,... by defining Yn = Xn Wn, where the operation denotes mod 2 addition. This setup can be thought of as taking an input digital signal Xn and sending it across a binary channel to a receiver. The binary channel can cause an error between the input Xn and output Yn with probability s. Such a communication channel is called an additive noise channel because the output Is the input plus an independent noise process (where plus here means mod 2). We know that Yn is a Bernoulli process. Find its parameter, i.e. compute P(Yn = 1) If the signal 0 was sent, what is the probability that a 0 is received? a 1 is received? Find the conditional pmf Find an expression for the probability of error, i.e. P(Yn Xn). Solution (a)P(Y_n=1)= P(X_n=1,W_n=0)+P(X_n=0,W_n=1) = p(1-s)+s(1-p) = p+s-2ps (b)if signal 0 was sent,then the probability that 0 is received=p(X_n=0,W_n=0) = (1-p) (1-s) prob that a 1 is received=P(X_n=1,W_n=1) = ps (d)P(Y_n neq X_n) = P(X_n=1,W_n=1)+P(X_n=0,W_n=1) = ps+(1-p)s = s.

Can someone please help me with this question. Suppose that Xn, n = .pdf

Amansupan

Can someone please guide me through this homework problem? I will rate immediately. The campus recruiter for an international conglomerate classifies the large number of students she interviews into three categories - the lower quarter, the middle half, and the upper quarter. If she meets six students on a given morning, what is the probability that they will be evenly divided among the three categories? What is the marginal probability that exactly two will belong to the middle half? Solution probability that they will be evenly divided among the three categories = (2/6)*(2/6)*(2/6) = 1/27 the marginal probability that exactly two will belong to the middle half = 2/6 = 1/3.

Can someone please guide me through this homework problem I will ra.pdf

Amansupan

Can someone explain to me where the 850 came from? The U.S. investment is denominated in dollars; pays 3 percent (i) The German investment in euros; pays 2 percent (i*) In one year, $1,000 invested in US will pay $1,000 x (1+0.03), or $1,030 The return on German CD depends on the fixed interest rate and exchange rate a year from now Solution 850 is equal to 1030/1.2 When US$ is converted to Euros..

Can someone explain to me where the 850 came fromThe U.S. investm.pdf

Amansupan

Can someone help me with this code When I run it, it stops after th.pdf

Amansupan

Can someone explain this whole problem to me in detailed steps? I understand everything up until line 5 to 6... I don\'t understand how the i is taken out of the numerator and how an i randomly appears in the denominator. Clarification/more detailed steps from lines 4 and on would be greatly appreciated. Solution i appears in denominator as for e^ix-e^-ix gives 2i*sinx so he divided by 2i for cancelling in 4th step he multiplied denominator with i and taken common - sign out in 5th step rationaliging has been done in 6th step he taken 5 common and multiplyed denominator with 2 and on considering 2i common in numerator he taken 2i and multiplied and divided with i for that whole term 2i in th 6th step so that in numerator 2i becomes -2 and denominator 2 becomes 2i in 7th step he used e^ix and e^-ix values as they are cosx+isinx and cosx-isinx respectively and bye substitution and calculation in 6th step we got 7th step simplified answer.

Can someone explain this whole problem to me in detailed steps I un.pdf

Amansupan

Can someone please explain the gauss theorem on the field of complex numbers? Solution Answer: Gauss gave the first clear exposition of complex numbers and of the investigation of functions of complex variables in the early 19th Century. Although imaginary numbers involving i(the imaginary unit, equal to the square root of -1) had been used since as early as the 16th Century to solve equations that could not be solved in any other way, and despite Euler.

Can someone please explain the gauss theorem on the field of complex.pdf

Amansupan

Can someone please explain these to me Let T R 3 rightarrow R 4 be .pdf

Amansupan

Can someone please explain what a Poisson Process is and what it\'s used for? Solution The basic form of Poisson process, often referred to simply as \"the Poisson process\", is a continuous-time counting process {N(t), t = 0} that possesses the following properties: N(0) = 0 Independent increments (the numbers of occurrences counted in disjoint intervals are independent from each other) Stationary increments (the probability distribution of the number of occurrences counted in any time interval only depends on the length of the interval) No counted occurrences are simultaneous. Consequences of this definition include: The probability distribution of N(t) is a Poisson distribution. The probability distribution of the waiting time until the next occurrence is an exponential distribution. The occurrences are distributed uniformly on any interval of time. (Note that N(t), the total number of occurrences, has a Poisson distribution over (0, t], whereas the location of an individual occurrence on t ? (a, b] is uniform.) Other types of Poisson process are described below.

Can someone please explain what a Poisson Process is and what its .pdf

Amansupan

Can you solve these questions please with clear explanation Describe the main difference between Kaolinite and Montmorillonite clay minerals Differentiate between Sedimentary, Igneous and metamorphic Rocks. Identify the main Transportation agents for the following types of soil. Wind Sea (salt water) Lake (fresh water) River\" Ice Solution Minerals-Montmorillonite Minerals-Kaolinite The main difference between Igneous, Sedimentary and Metamorphic rocks, is the way that they are formed, and their various textures. Igneous Rocks Igneous rocks are formed when magma (or molten rocks) cool down, and become solid. High temperatures inside the crust of the Earth cause rocks to melt, and this substance is known as magma. Magma is the molten material that erupts during a volcano. This substance cools down slowly, and causes mineralization to take place. Gradually, the size of the minerals increase until they are large enough to be visible to the naked eye. Igneous rocks are mostly formed beneath the Earth’s surface. The texture of Igneous rocks can be referred to as Phaneritic, Aphaneritic, Glassy (or vitreous), Pyroclastic or Pegmatitic. Examples of Igneous Rocks include granite, basalt and diorite. Sedimentary Rocks Sedimentary rocks are usually formed by sedimentation of the Earth’s material, and this normally occurs inside water bodies. The Earth’s material is constantly exposed to erosion and weathering, and the resulting accumulated loose particles eventually settle, and form Sedimentary rocks. Therefore, one can say, that these types of rocks are formed slowly from the sediments, dust and dirt of other rocks. Erosion takes place due to wind and water. After thousands of years, the eroded pieces of sand and rock settle, and become compacted to form a rock of their own. Sedimentary rocks range from small clay-size rocks to huge boulder-size rocks. The textures of Sedimentary rocks are mainly dependent on the parameters of the clast, or the fragments of the original rock. These parameters can be of various types, such as surface texture, round, spherical or in the form of grain. The most common type of Sedimentary rock is the Conglomerate, which is caused by the accumulation of small pebbles and cobbles. Other types include shale, sandstone and limestone, which is formed from clastic rocks and the deposition of fossils and minerals. Metamorphic Rocks Metamorphic rocks are the result of the transformation of other rocks. Rocks that are subjected to intense heat and pressure change their original shape and form, and become Metamorphic rocks. This change in shape is referred to as metamorphism. These rocks are commonly formed by the partial melting of minerals, and re-crystallization. Gneiss is a commonly found Metamorphic rock, and it is formed by high pressure, and the partial melting of the minerals contained in the original rock. Metamorphic rocks have textures like slaty, schistose, gneissose, granoblastic or hornfelsic. Examples of these types .

Can you solve these questions please with clear explanation Describe.pdf

Amansupan

Can you write an essay of 350 words about the history of bitumen. Solution HISTORY OF BITUMEN Bitumen has been used for centuries in variety of ways that include the preservation of mummies by the Egyptians and the waterproofing of baths by Babylonians. Bitumen was used in its natural state until the early 1900s when the distillation of crude oil began. The use of asphalt in built up roofing was normally restricted to use on steep slope roofs (1 inch to 3 inches per foot) prior to the late 1940s and early 1950s when, by modification during the manufacturing process, a product was developed that was suitable for use of low slope roofs (1/4 inch per foot or greater) HISTORY OF THE DEVELOPMENT OF MODIFIED BITUMEN ROOFING DEFINITION: Perhaps it is appropriate to define MB roofing as used for this paper. A modified Bitumen roofing membrane is not usually a true single ply roofing membrane, but is usually used in conjunction with a base ply of similar or different roofing material. Under strictly controlled circumstances, it may be used as a pure single ply roofing membrane. DEVELOPMENT DATES Other important dates for European bitumen development include: Bitumen is still the preferred geological term for naturally occurring deposits of the solid or semi-solid form of petroleum. Bituminous rock is a form of sandstone impregnated with bitumen. The oil sands of Alberta, Canada are a similar material. Bitumen is sometimes incorrectly called \"tar\" (tar is a black viscous material obtained from the destructive distillation of coal and is chemically distinct from bitumen). In Australian English, bitumen is sometimes used as the generic term for road surfaces. In Canadian English, the word bitumen is used to refer to the vast Canadian deposits of extremely heavy crude oil, while asphalt is used for the oil refinery product used to pave roads and manufacture roof shingles and various waterproofing products. Diluted bitumen (diluted with naphtha to make it flow in pipelines) is known as Dilbert in the Canadian petroleum industry, while bitumen \"upgraded\" to synthetic crude oil is known as sync rude and sync rude blended with bitumen as \"synbit\". Bitumen (or asphalt) is primarily used, when mixed with mineral aggregates, to produce paving materials. Its other main uses are for bituminous waterproofing products, including production of roofing felt and for sealing flat roofs. Most natural bitumen contain sulfur and several heavy metals such as nickel, vanadium, lead, chromium, mercury and also arsenic, selenium, and other toxic elements. Bitumen can provide good preservation of plants and animal fossils. Naturally occurring crude bitumen impregnated in sedimentary rock is the prime feed stock for petroleum production from \"oil sands\", currently under development in Alberta, Canada. Canada has most of the world´s supply of natural bitumen, covering 140,000 square kilometers (an area larger than England), giving it the second largest proven oil reserves.

Can you write an essay of 350 words about the history of bitumen..pdf

Amansupan

Can you write a report about steel.In your report you need to include the types of steel,the manufacturing process of steel,the application of steel in construction and also the advantages and disadvantages of steel.You need to write your answer neatly so that I can see and understand it easily. Solution INTRODUCTION Steel is an alloy of iron and other elements, primarily carbon, that is widely used in construction and other applications because of its high tensile strength and low cost. Steel\'s base metal is iron, which is able to take on two crystalline forms (allotropic forms), body centered cubic (BCC) and face centered cubic (FCC), depending on its temperature. , it’s one of the most popular metals in fabrication shops. TYPES OF STEEL 1) Carbon Steels: Carbon steels contain trace amounts of alloying elements and account for 90% of total steel production. Carbon steels can be further categorized into three groups depending on their carbon content: 2) Alloy Steels: Alloy steels contain alloying elements (e.g. manganese, silicon, nickel, titanium, copper, chromium and aluminum) in varying proportions in order to manipulate the steel\'s properties, such as its hardenability, corrosion resistance, strength, formability, weldability or ductility. Applications for alloys steel include pipelines, auto parts, transformers, power generators and electric motors. 3) Stainless Steels: Stainless steels generally contain between 10-20% chromium as the main alloying element and are valued for high corrosion resistance. With over 11% chromium, steel is about 200 times more resistant to corrosion than mild steel. These steels can be divided into three groups based on their crystalline structure: 4) Tool Steels: Tool steels contain tungsten, molybdenum, cobalt and vanadium in varying quantities to increase heat resistance and durability, making them ideal for cutting and drilling equipment. 2) Deformed steel bars Mild steel bars are used for tensile stress of RCC (Reinforced cement concrete) slab beams etc. in reinforced cement concrete work. These steel bars are plain in surface and are round sections of diameter from 6 to 50 mm. These rods are manufactured in long lengths and can be cut quickly and be bent easily without damage. As deformed bars are rods of steels provided with lugs, ribs or deformation on the surface of bar, these bars minimize slippage in concrete and increases the bond between the two materials. Deformed bars have more tensile stresses than that of mild steel plain bars. These bars can be used without end hooks. The deformation should be spaced along the bar at substantially uniform distances. To limit cracks that may develop in reinforced concrete around mild steel bars due to stretching of bars and some lose of bond under load it is common to use deformed bars that have projecting ribs or are twisted to improve the bond with concrete. These bars are produced in sections from 6 mm to 50 mm dia. In addition the strength of bonds of d.

Can you write a report about steel.In your report you need to includ.pdf

Amansupan

More from Amansupan (20)