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Which of the following is true? Group of answer choices Economic growth is usually measured by the annual percent change in the nominal output of goods and services per capita. An increase in labor input necessarily increases output per capita. Neither the initial development process nor the sustained growth of an economy is dependent on a large natural resource base.

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A stock that is more risky that the market will have a beta of __________________. A stock that is less risky than the market will have a beta of _____________. a) greater than 0 , less than 0 b) greater than 1; less than 1 c) less than 0; greater than 0 d) less than 1 ; greater than 1

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Question Today, Pascalee transfered her life insurance policy with a $150,000 death benefit to an Irrevocable Life Insurance Trust (ILIT) for the benefit of her three children. She is concerned that they may not receive their fair share of her estate (currently valued at $1,375,000) now that she is remarrying. The ILIT contains a Crummey provision for the benefit of each child. At the time of the transfer, the whole life insurance policy was valued at $35,000, and since Pascalee had not made any other taxable gifts during her lifetime, she did not owe any gift tax. If Pascalee dies seven months later how much is included in her gross estate at her death? A.$0 B.$35,000 C.$96,000 D.$150,000

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Question 22 (1 point) Listen VPNs use this concept to track approved relationships between devices 1) IPSec 2) Encryption 3) Security association 4) IKE

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Suppose that Steven put $10 in the bank at 0.347% interest, compounded daily. If the bank compounded interest continuously, how much would he have at the end of 2 years?

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3) Find the limit, if it exists. $\lim_{x \to 1} \frac{x^2 + 5x - 6}{x^2 - 1}$

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If the world's market return is expected to be 5%, the risk-free rate is 2%, and the Cameroon Private Oil (CPOX) company has a beta (B) of 2, then you can expect the yield on their equity to be 2% + 2(5% - 2%) = 2% + 6% = 8%.

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The end of a state monopoly Consider a country that ends a 22-year old state monopoly in telecoms. The phone services market in this country is illustrated by the following equations: Demand: $p = 80 - q$ MC: $p = -40 + 2q$ 1. Draw the the demand, the MR and the MC of the monopolist in the following graph. (1 point) 140 120 100 80 60 40 20 Phone Services Market 0 0 10 20 30 40 50 60 70 80 90 quantity 2. Suppose a state monopoly on the phone services market. In this case, indicate the price paid by consumers and the quantity exchanged, and calculate the welfare loss compared to the optimal situation. (3 points) 3. Now consider the situation after the abolition of the state monopoly. With the phone services market now competitive, the state is losing customers, and therefore also losing revenue as a result of new companies entering the market. To compensate for the drop in revenue, the government decides to impose an excise tax of $30 on the phone services market. In this case, indicate the price paid by consumers and the quantity exchanged, and calculate the welfare loss compared to the optimal situation. (3 points) 4. Give an economic interpretation of the welfare loss caused by the $30 tax on the phone ser- vices market. Would this interpretation be different if the loss is caused by the monopoly? Justify. (3 points)

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Question 24 3.75 pts Tom Smith purchases 100 shares of DOUBLE Systems stock for $63 per share and wishes to hedge his position by writing a 100 share call option on his holdings. The option has a $65 strike price and a premium of $8.73. If the stock is selling at $68 at the time of expiration, what will be the overall dollar gain or loss on this covered option play? (Consider the change in stock value as well as the gain or loss on the option.)

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Introduction to Statistics Homework: Week 7 Chapter 6.2 Question 6, 6.2.15-T HW Score: 45.45%, 5 of 11 points Points: 0 of 1 Part 1 of 3 In a random sample of eleven cell phones, the mean full retail price was $504.50 and the standard deviation was $175.00. Assume the population is normally distributed and use the t-distribution to find the margin of error and construct a 99% confidence interval for the population mean. Interpret the results. Identify the margin of error.

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michelle a.