Researcher conducted by a tobacco company indicates that the relative frequency distribution of tar content of its newly developed low-tar cigarette has a mean equal to 3.9 milligrams of tar per cigarette and a standard deviation equal to 1.0 milligram. Suppose a sample of 100 low-tar cigarettes is randomly selected from a day’s production and the tar content is measured in each. Assuming that the tobacco company’s claim is true‚ what is the probability that the mean tar content of the sample is greater
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? a12 Suppose you are a manager of ABC company ‚ write a notice informing the employees about the change in office timings during the Ramadan ?a12 Draft a memorandum to the office staff emphasizing the need of observing punctuality and adhering to lunch hour ? s12 As a secretary of business club ‚ DBA at permanent campus write a notice to arrange a monthly Executive Committee meeting ? s12 Briefly discuss the parts of a Business Letter with example and its specimen ? a11 s11 Suppose you are
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Managerial Economics Assignment 2 October 2nd 2013 1. Suppose we are examining the market for Photovoltaic Residential Solar Panels (PVRSP’s). Consumers (buyers) of these PVRSP’s use them to generate electricity for their homes. Sellers of PVRSP’s are profit-oriented businesses (firms). Please use the model of supply and demand to analyze various market scenarios for PVRSP’s. Make the standard assumptions about the Laws of Supply and Demand
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COMP122 Week 2 Homework Complete the following problems. 1. Suppose you are given the following variable declarations: int x‚ y; char ch; What values (if any) are assigned to x‚ y‚ and ch after each of these statements execute? Assume that the input to each statement is the same: 5 28 36 a. cin >> x >> y >> ch; b. cin >> ch >> x >> y; c. cin >> x >> ch >> y; d. cin >> x >> y; cin.get(ch); a) x=5‚ y=28‚ch=3 b)) x = 28‚ y = 36‚ ch = 5 c) x = 5‚ y = 8
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8(1 − q). Each type of manufacturer can manufacture the product at a constant unit cost of $11.50. All manufacturers behave competitively. (a) Suppose that the sale of low-quality electric pencil-sharpeners is illegal‚ so that the only items allowed to appear on the market are of high quality. What will be the equilibrium price? $11.50. (b) Suppose that there were no high-quality sellers. How many low-quality sharpeners would you expect to be sold in equilibrium? Sellers won’t sell for
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• Question 1 2 out of 2 points | | | |[pic] |In making a decision about whether to increase its advertising budget the firm management should not consider | | | | | | | | | | | |
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American society. To be honest reading this article was a huge eye opener for me. I still struggle with both believing that white privilege exists and figuring out how to get rid of it. I have never felt that I was privileged to be white‚ however‚ I suppose that could be because as McIntosh states “whites are carefully taught not to recognize white privilege” After reading McIntosh’s list of the daily effects of white privilege I now understand these privileges and can put myself into the shoes
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whether S is a subspace of V. (7 marks) i) V = the vector space of all the n x n matrices. S= { A IA V. E V and At = A } ii) V = any inner product space Let Uo E s = {u I U E V‚ < U ‚ Uo > = I} 2. Let V be a vector space. a) Suppose Prove that { Ul ‚U2 ‚ { Uj .u; } are linearly dependent if and only if at least one in ‚U2 ‚ .u.; } can be expressed as a linear combination of the others. (5 marks) b) Prove that any subset of V containing the zero vector must be
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market is less elastic. Figure 6-23 ____ 2. Refer to Figure 6-23. The amount of the tax burden borne by producers is _____ per unit. a. $4. c. $6. b. $5. d. $10. Figure 6-24 Suppose the government imposes a $2 per unit tax on this market. ____ 3. Refer to Figure 6-24. Suppose D1 represents the demand curve for gasoline in both the short run and long run‚ S1 represents the supply curve for gasoline in the short run‚ and S2 represents the supply curve for gasoline in the
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email messages should be answered quickly‚ as compared to 53.6% of users 12 to 50 years old. Suppose that the survey was based on 1‚000 users over 70 years of age and 1‚000 users 12 to 50 years old. The following table summarizes the results: Suppose you know that the respondent is between 12 and 50 years old. What is the probability that he or she answers quickly? 536/1‚000 = 0.536. Suppose you know that the respondent is over 70 years old. What is the probability that he or she answers
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