Investment, Cash Flow, (Year Cash Flow, $1000 Year 3 3) (Year 4) Cash Flow, $1000 (Year 5) Cash Flow, $1000 (Year 6) Outcome Probability 3 4 5 6 High (X) $-150,000 $50 $50 $50 0.5 Low (X) $40 $30 $20 0.5 High (Y) $-73,000 $30 $40 $50 0.45 Low (Y) $30 $30 $30 0.55 High (2) $-240,000 $190 $170 $150 0.7 Low (Z) $-30 $-30 $-30 0.3
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- incremental rate of return analysis MARR = 20% %3| 1st 0=-8000 + 12.886,63(P/A,i*,15) + 533,33(P/Fi",15) I*= ? 2nd 0=-2800 + 864,87(P/A,i",15) + 186,67(P/F,i*,15) 1*= ? 3rd 0=-2960 + 1297,32(P/A,i*,15) + 197,33(P/F,i*,15) |*= ? wie 4th 0=-1040 + 2767,6(P/A,i*,15) + 69,33(P/E.i*,15) I*2 0=-2000 + 2508,13(P/A.i*,15)+ 133,34(P/E.i*,15) I*= ?Peter got a 8-year assignment in Argentina. Consequently, he will rent out his three-bedroom house in Hancock to an old friend, and given their friendship, Peter only requires end of the year payments (thus no monthly pmts) to be deposited in a savings account created solely for this purpose. Rental income will be 13,709 dollars per year but maintenance/repair costs will be 503 dollars in the first year and thereafter increase by 213 dollars per year. The tenant will be doing the maintenance/repair operations and therefore, at the end of each year, deposits the annual rent amount net of maintenance costs. Compute how much money will Peter have in his savings account upon his return (8 years from now) given that the proxy interest rate is 7% per year, compounded annually. (note: round your answer to the nearest cent, and do not include spaces, currency signs, plus or minus signs, or commas)You are planning to make 18 monthly withdrawals beginning at the end of the sixth month. You plan to withdraw $113 in the sixth month and increase your withdrawals by $17 over the previous month’s withdrawal. How much should you deposit now in a bank account that pays 12% per year compounded monthly? Hint: Determine m and k and use the decision tree to find how you must setup the cash flow equation. Remember to bring all the cash flows to the proper time period required to answer this question.
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- or cash flows. nd annuity table for discrete compounding More Info million. (Round to two decimal places.) e investment economically justified. 1 EOY 6. Print Done ver box.You have received the proposal to invest $1,000,000 in exchange for receiving income of $75,000 at the end of the first month that would decrease 0.3% each month starting from the 2nd month. Expenses are estimated at $25,000 at each end of the month, starting from the 1st month. Assume that the proposal will last 5 years and that the minimum acceptable rate of return (m) is 1.5% per month. What does the Present Value criterion recommend? Show your work. If flow patterns are found (uniform, arithmetic, exponential), use factors.Abby purchased 100 shares of her father’s favorite stock for $27 per share exactly 1 year ago, commission free. She sold it today for a total amount of $3200. She plans to invest the entire amount in a different corporation’s stock today, but she must now pay a $30 commission fee. If she plans to sell this new stock exactly 1 year from now and realize the same return as she has just made, what must be the total amount she receives next year? Include the commission fee as a part of the purchase price, but neglect any tax effects. The total amount that she receives next year is $____.
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