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Uncle Elmo is contemplating a $10,000 investment in a methane gas generator. He estimates his gross income would be $2000 the first year and increase by $200 each year over the next 10years. His expenses of $200 the first year would increase by $200 each year over the next 10 years. He would depreciate the generator by MACRS depreciation, assuming a 7-year property class. A l0-year-old methane generator has no market value. The income tax rate is 40%.
(a) Construct the after-tax cash flow for the 10 year project life.(b) Determine the after-tax rate of return on this investment. Uncle Elmo thinks it should be at least 8%.(c) If Uncle Elmo could sell the generator for $7000 at the end of the fifth year, would his rate of return be better than if he kept the generator for 10years?
Find the quantity this firm will produce in the short run if the price of output is $20. If $20 is the short run competitive equilibrium price, find the number of firms in the market. The short run variable costs below are for a firm in a perfectly..
The demand function for Einstein Bagels has been estimated as follows: Qx = -15.87 - 40.73Px + 84.17Py + 0.55Ax where Qx represents thousands of bagels; Px is the price per bagel; Py is the average price per bagel of other brands of bagels
quantity price/dollars total revenue total variable costs dollars total cost dollars 0 22 0 0 50 20 20 16 66 2 19 38 3 18 54 45 95 4 17 68 59 109 5 16 80 75 125 6 15 90 93 143 7 14 98 112 162 8 13 104 140 190 9 12 108 180 230 10 11 110 230 280
Consider an economy with population growth at rate n = :03, technological growth at rate g = :02, depreciation at rate = :05, and a savings rate of s = :30. The economy is at steady state. (a) What is the rate of growth of aggregate income Y in this..
Suppose there is a boombox market that has the following demand curve: P=400-20Q and there are N firms, each with a marginal cost of 30. How many firms must there be for the cournot equilibrium price to go below 40
1. Demand : p=100-2q Total Costs: c(q)= 40+3q2 , Formulate the firms profit function for monopoly. Differentiate this profit function with respect to q and solve for the profit maximizing price. What quantity of output will be sold at this price
Determine the capitalized cost of a series of cash flows starting at the end of the first year with $400 and increasing at the rate of $100 for the next 5 years. The series of cash flows from year 1 to 6 repeats forever. MARR= 6%
Design a simple econometric research project
1. Suppose the inverse demand curve facing a firm is given by the linear equation P=64-8Q. What is the marginal revenue of the firm's 4th unit of output 2. Suppose the inverse demand curve facing a firm is given by the linear equation P=64-8Q.
Suppose that, instead of a minimum wage of $4, the government is providing a subsidy to employers to raise the equilibrium wage to $4. How much will this subsidy have to be and what will the new equilibrium level of employment be
On graph paper, plot the Cookie Monster's total utility and marginal utility. Due to the difference in the order of magnitude, make them two separate graphs. In each case, put cookies on the horizontal axis and utility on the vertical.
A man borrowed 750 dollars from a bank. He agrred to repay the sum at the end of 3 years, together with the interest at 8% per year. How much will he owe the bank at the end of 3 years
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