a) PW = -35,000 + 5,000(P/F, 10%, 1) + 7,500(P/F, 10%, 2) - 1,000(P/F, 10%, 3) + 10,000(P/F, 10%, 4) + 5,000(P/F, 10%, 5)
= -35,000 + 5,000(0.9091) + 7,500(0.8264) - 1,000(0.7513) + 10,000(0.6830) + 5,000(0.6209)
= -35,000 + 4,545.5 + 6,198 - 751.3 + 6,830 + 3,104.5
= -$15,073.3
b) Equivalent Annuity = -15,073.3(A/P, 10%, 5)
= -15,073.3(0.2638)
= -$3,876.34
c) FW = -15,073.3(F/P, 10%, 5)
= -15,073.3(1.611)
= -$24,283.09
1) (12 pts) The following is a cash flow diagram: Cash Flows: 20000 10000 Cash Flow...
12. You anticipate a cash flow of $900 at the end of year 1, $600 at the end of year 2, and $800 at the end of year 4. What is the annual equivalent of the cash flow for years 1 through 4? In other words, what constant value “A” could you receive at the end of years 1-4 such that the two cash series of flows are economically equivalent? The interest rate is 6% annual compounded annually.
Exercise A3-11 Practice with Tables Use Future Value Tables and Present Value Tables, or your calculator, to complete the requirements below. Required: Round your answers to the nearest cent. a. Determine the future value of a single cash flow of $5,000 that earns 7% interest compounded annually for 10 years. $ b. Determine the future value of an annual annuity of 10 cash flows of $500 each that earns 7% compounded annually. $ c. Determine the present value of $5,000...
please help me draw the labelled cash flow
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6) (12 pts) Given the cash flow diagram below: $500 $400 $350 $300 A 0 456 789 a) What is A if the present worth 0 and 1 10%? b.) What is the future worth at 9 years if A--$100? c) What is the equivalent annual worth (EAW) over 9 years if A--$100 and 1-10%?
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30 points) Cash flow diagrams required A makes the two cash flows equivalent at 12% interest rate compounded scount each CFD to present. The present value of the first cash flow is equal to Problem 3 of 3 What value of "Am yearly? Hint, discount the present value of the se esent value of the second cash flow A A A A A 120 120 120 100 100 0 1 5 years 2 3 4
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A cash flow series is increasing geometrically at the rate of 9% per year. The initial payment at EOY 1 is $4,000, with increasing annual payments ending at EOY 20. The interest rate is 16% compounded annually for the first seven years and 4% compounded annually for the remaining 13 years. Find the present amount that is equivalent to this cash flow.
A COMPANY HAS A CASH FLOW STREAMS FROM YEAR 1 TO 3 TO TOTALING 30000. MANAGEMENT HAS PROVIDED YOU WITH THE FOLLOWING INFORMATION TO ASSIST THEM IN CHOOSING THE BEST CASH FLOW STREAMS. STREAMS YEAR 1 YEAR 2 YEAR 3 TOTAL A 2500 7500 20000 30000 B 10000 10000 10000 30000 C 20000 7500 2500 30000 D 2500 20000 7500 30000 REQUIRED: ASSUMING THE INTEREST RATE IS GREATER THAN ZERO. WHICH OF THE CASH INFLOW STREAMS WILL YOU RECOMMEND FOR...
Find net annual worth for the following cash flows at 5% interest: Year 1 2 3 4 5 Cash flow $400 500 600 700 -2000 i) Find equivalent uniform annual benefits for 5 years for positive cash flows. ii) Find equivalent uniform annual costs for 5 years for negative cash flow. ii) Determine net annual worth.