The prize is really worth $1,006,512.21.
<h3>What is present value?</h3>
Present value is the sum of cash flows discounted at the rate of interest or the discount rate. The annual cash flows for the next 10 years = $1.5 million / 10 = 150,000
The present value can be determined using a financial calculator
Cash flow from year 1 to 10 = $150,000
Discount rate = 8%
Present value = $1,006,512.21
Here is the complete question: You win a lottery with a prize of $1.5 million. Unfortunately the prize is paid in 10 an¬nual installments. The first payment is next year. How much is the prize really worth? The discount rate is 8 percent.
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Options:
a. 14.58%
b. 12.83%
c. 15.46%
d. 16.33%
e. 16.92%
Answer:
Correct option is A.
14.58%
Explanation:
After-tax yield = pre-tax yield x (1- marginal rate)
and Taxable-equivalent yield = tax-exempt yield / (1- marginal tax rate)
Hence Taxable-equivalent yield =.105/(1-.28)
=.105/.72=.14583333
=14.58 %
Answer:
Net Income 193,000
Non-monetary terms:
Depreciation expense 25,000
amortization expense 10,000
gain on disposal <u> (7,000) </u>
Adjusted Income 221,000
Change in Working Capital:
Increase in A/R (27,000)
Decreasein Inv 17,000
Increase in Prepaid (5,000)
Increase Accrued /P 11,000
Decreasein A/P (6,000)
Change In Working Capital (10,000)
From Operating Activities 211,000
Investing
Sale of Equipment 47,000
Financing
Bonds Issued 60,000
Cash Flow 318,000
Beginning Cash 99,000
Cash Flow 318,000
Ending Cash 417,000
Explanation:
We first remove the non.monetary concetps from the net income.
Then we adjust for the change in working capital which are the incrase and decrease in the current assets and liabilities account
Increase in asset and decrease in liabilities represent cash outflow
while the opposite is true when an asset decrease(convert to cash) or a liablity increase (delay of the payment)
Answer:
Projects D and E should be purchased.
Explanation:
since the firm's capital structure is 60% debt and 40% equity, it can pursue up to 2 projects. Only projects D, E and F have an internal rate of return higher than the company's WACC, so project G is discarded immediately.
Since projects D and E have a higher IRR, they should be selected.
- project D: $70,000, IRR = 18%, debt = $42,000, equity = $28,000
- project E: $85,000, IRR = 15%, debt = $51,000, equity = $34,000
- total equity invested = $62,000
