Please answer true or false for the questions (1) There are tax implications in form of tax payments (not deduction) if the salvage value is greateror equal to the book value.(g) Inflation is always positive.(h) if the nominal annual interest rate is 15% per year compounded quarterly, then the effectiveannual interest rate is equal to 15.865%.(i) The point in time where the cumulative PW changes from positive to negative is calledDPBP.(i) The benefit-cost ratio method is a ranking method.

(f) "There are tax implications in form of tax payments (not deductions) if the salvage value is…

Answered: here are tax implications in form of…

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Using the same data for 2 parts: Using the following expected interest payments, cost of debt = 5%, and tax-rate = 21% Expected interest year 1 = 50; year 2 = 35; year 3 = 20; year 4 = 10; 5 = 0 Part A) Discount the year 4 expected payment back to time 0 (today). a) 9.31 b) 10.11 c) 13.65 d) 6.50 Part B) Calculate the Tax Shield a) 101.36 b) 46.37 c) 158.33 d) 82.85
1. two sources of income with equal present valuec C at time 0 provide annual payents in arrears during 10 years. The first product, i.e. Product 1, pays 50,000 - 2,000k, where k is measured in years, and the second product pays a constant annual amount of b. The present vaues are calculated using a force of interest of delta(t) = 0.05 - 0.002t, where t is measured in years. derive a general expression for the pv of each income stream in function of k, C, and b and without integrals.
(a) Find the present and future value of an income stream of $6000 per year for a period of 10 years if the interest rate, compounded continuously, is 2%. Round your answers to two decimal places. Present value = $ Future value $ (b) How much of the future value is from the income stream? How much is from interest? Round your answers to two decimal places. The amount from the income stream is $ The amount from the interest is $
Assume that the nominal after-tax net return for year 1: $45, year 2: $47, year 3: $49. The after tax risk adjusted discount rate is 6%, the growth rate is 3%, and the inflation rate is 4%. What is the present value of the after-tax net return? O $125.42 O $134.62 O $158.47 None of the answers are correct
1. Suppose that over one year the number of Dollars per one Euro changes from 1.00 to 1.20. That is, the dollar depreciates. a. Obtain the Annual depreciation rate of the Dollar. b. Obtain the Annualized compound-monthly depreciation rate of the Dollar c. Obtain the Annualized continuously compounded depreciation rate of the Dollar d. Suppose there are exactly 52 weeks in the year. Obtain the Annualized compound-weekly depreciation rate of the Dollar.
If the annual interest rate is 9% and inflation rate is 5%. What does the tax rate have to be in order for the annual real rate of return to be 4.66%?
Example 1. Compound interest When interest is compounded continuously, the rate of change of the amount x of the investment is proportional to the amount present. In this case, the proportionality constant is the annual interest rate r (as a decimal); that is, dx/dt = rx. (a) If $2000 is invested at 8%, compounded continuously, find an equation for the future value of the investment as a function of time t, in years. (b) How long will it take for the investment to double? (c) What will be the future value of this investment after 35 years?
A saving account earns a nominal rate i©) = 0.06 . If the income tax of the earnings from this account is at 25%, and suppose the annual inflation is at 2.4%, what is the annual after tax real rate of return? 0.0216 0.0275 0.0205 0.0366
Using the following expected interest payments, cost of debt = 5%, and tax-rate = 21%, calculate the TAX SHIELD. Expected interest year 1 = 50; year 2 = 35; year 3 = 20; year 4 = 10; 5 = 0 a) 101.36 b) 46.37 c) 158.33 d) 82.85
8. If the concern is for the value that existing money will have next year, the formula for the intertemporal value of money can be expressed as follows: Next Year's Value = Present Value (1 + r). For example, if the interest rate is 10% and the present value is $100, the $100 will increase to $110 at the end of a year. a. Using this algebraic expression, show the formula for the present value of future income and calculate what $200 received next year is worth now. b. What is the present value of $100 received 2 years from now?
(a) Calculate the perpetual equivalent annual worth in future dollars for years 1 through ∞ for income of $50,000 now and $5000 per year thereafter. Assume the market interest rate is 8% per year and inflation averages 4% per year. All amounts are quoted as future dollars. (b) If the amounts had been quoted in CV dollars, what is the annual worth in future dollars?
1. This problem relates to Future Value, and Future income streams. Assume continuous compounding of interest. (a) Find the present value of a single future payment of FV = $50,000 to be made 20 years from now, assuming an interest rate of 5 percent. (b) Suppose you want a future income stream (annual payments) of FV (t) = 500t for 20 years. Find the present value of this income stream, assuming an interest rate of 5 percent.

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