Suppose that a cash flow will have a uniform annual payment of Php 1,200 for the first four years, another uniform annual payment of Php 2,000 for the next five years, and a single payment of Php 3,000 during the 8th year, Determine the equivalent uniform annual payment of the cash flow. 18.34% a. 1,780.27 1,775.12 b. 1,679.23 d. 2,911.46

Suppose that a cash flow will have a uniform annual payment of Php 1,200 for the first four years, another uniform annual payment of Php 2,000 for the next five years, and a single payment of Php 3,000 during the 8th year, Determine the equivalent uniform annual payment of the cash flow. 18.34% a. 1,780.27 1,775.12 b. 1,679.23 d. 2,911.46

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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If for the next 30 years you place $2,000 in equal year-end-deposits into an account earning 5% per year, how much money will be in the account at the end of that time period? O A. $1,890,000 B. $63,000 O C. $132,878 O D. $1,200,000
Show complete and correct solution
A series of equal semi-annual payments of $1,000 for 3 years is equivalent to what present amount at an interest rate of 12% compounded annually A.$2,402 B.$4,944 C.$4,804 D.$4,111
The cash flow associated with a stripper oil well is expected to be $4,000 in month one, $3,925 in month two, and amounts decreasing by $75 each month through year five. At an interest rate of 12% per year compounded monthly, the equivalent uniform monthly cash flow is closest to A) 2,794 B) $2,010 (C $1,673 $5,990
A debt of $52000 with interest at 9.6% compounded quarterly is to be repaid by equal payments at the end of every three months for five years. Calculate the size of the monthly payments,total amount paid and cost of financing. PV =$ I/Y= C/Y= i= n = PMT=$ AMOUNT PAID =$ COST OF FINANCING=$ 2 d.p. 2 d.p. 2 d.p.
Using the appropriate PV table, compute the present value of the following amounts: a. $24,000 payable at the end of each year for 5 years with 12% interest compounded annually.b. $16,000 receivable at the beginning of each semiannual period for 20 years with 10% interest compounded semiannually.c. $3,000 payable at the beginning of the seventh, eighth, and ninth years at 3% compounded annually.
Solve it
A series of year and payments extending over eight years are as follows: First Year : P11,085 Second Year: P23,819 Third Year: P30,911 Fourth-Eight Year: P40,000 Assuming money is worth 12.15% Compounded annually. Determine the ff: a.) Present Value of all payments. (Answer: 108,138.03) b.) Equivalent semi-annual payments. (Answer: 10,627.783) Note: Show the step by step solution. Don't use excel.
For the cash flow revenues shown below, find the value of G that makes the equivalent annual worth in years 1 through 7 equal to $500. The interest rate is 6.00% per year. (Round the final answer to three decimal places.) Cash flow, $ Year 0 1 2 3 The value of G is $ 225.0 225.0+ G 225.0+2G Year 4 5 16 Cash flow, $ 225.0+36 225.0+4G 225.0+5G 225.0+66
One year ago, your company purchased a machine used in manufacturing for $90,000. You have learned that a new machine is available that offers many advantages and you can purchase it for $155,000 today. It will be depreciated on a straight-line basis over 10 years and has no salvage value. You expect that the new machine will produce a gross margin (revenues minus operating expenses other than depreciation) of $50,000 per year for the next 10 years. The current machine is expected to produce a gross margin of $22,000 per year. The current machine is being depreciated on a straight-line basis over a useful life of 11 years, and has no salvage value, so depreciation expense for the current machine is $8,182 per year. The market value today of the current machine is $55,000. Your company's tax rate is 38%, and the opportunity cost of capital for this type of equipment is 12%. Should your company replace its year-old machine?
Consider an EOY geometric sequence of cash flows in which the first payment made was P2,000. This is continued for 5 years. Determine the Future equivalent values. The rate of increase is 20% per year after the first year, and the interest rate is 25% per year.
1. A series of equal monthly cash flows of $2,000 starts on 1 April 2016 and the last one is made on 1 February 2018. These cash flows are equivalent to a series of semi-annual cash flows which starts from 1 July 2019 to 1 January 2028. What is the amount of each semi-annual cash flow? Use a nominal interest rate of 12% with monthly compounding on all accounts. (8 pts)

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