The following table represents the cashflows (in rand) of a company. Year Cash flows 3 40000 5 -70000 7 -80000 9. 10000 11 100000 Money an be borrowed at 14,25% per year and investments an earn 8,27% per year. The MIRR given that the future value of the ash inflows is R187 253,00, is 1. 9,73%. 2. 22,66%. 3. 13,62%. 4. 8,85%.

The following table represents the cashflows (in rand) of a company. Year Cash flows 3 40000 5 -70000 7 -80000 9. 10000 11 100000 Money an be borrowed at 14,25% per year and investments an earn 8,27% per year. The MIRR given that the future value of the ash inflows is R187 253,00, is 1. 9,73%. 2. 22,66%. 3. 13,62%. 4. 8,85%.

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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Exxon-Mobil's receipts and disbursements are shown below. Calculate the future worth in year 7 at an interest rate of 8% per year. Year Cash Flow, S -6,000 1 5,000 2 4,000 3 5,000 4 5,000 -1,000 7,000 7 8,000 O $31,023.34 O S18,101.82 O $19,998.37 O 331,312.27
=NPV(B26,I27:R27)-B24 B26 = discount rate of 9% B24 = initial investment of $30m I27:R27 = yearly cash flows: what are the cash flows for each year?
Consider the following timeline: Date Cash flow $100 OA. $627 OB. $482 OC. $600 OD. $964 2 $200 3 $300 If the current market rate of interest is 10%, then the present value (PV) of this timeline as of year 0 is closest to ICCESS
The table below gives the expected cash inflows of a firm for a period of 9 years. Time 3 6 9 Cash inflow (£) 45000 90000 120000 Assume the present value of the cash outflows is £87000, and the applicable cost of capital is 13%. Calculate the (a) Future value of the cash inflows (b) Modified internal rate of return (MIRR)
Determine the ERR (External rate of return) of the cash flows if external rate (e) is given as %19. Year Cash Flow 0 -3000 1 2000 2 4000 3 -1000 4 3000 5 4000 6 -5000 7 9000 Select one: a. 0.2988 b. 0.2638 c. 0.2565 d. 0.3073 e. 0.2783 f. 0.3491
In a geometric sequence of annual cash flows starting at the end of year zero, the value of A at e zero(Ao) is $1304.35( which is cash flow). The value of the last term in the series, A10 is $5276.82 what is equivalent value for A for year 1-10? Interest is 10%.
For each of the investments below, calculate the rate of return earned over the period. Investment Cash Flow During Period - $300 18,000 с 5,000 D 60 E 1,500 (Click on the icon here in order to copy the contents of the data table above into a spreadsheet.) A B The rate of return on Investment A is %. (Round to two decimal places.) Beginning-of-Period End-of-Period Value Value $2,100 160,000 40,000 300 12,000 $700 113,000 45,000 100 13,200
Draw a cash flow diagram given the following data and determine the values of P and F. Length of period: 8 years Payment (respectively from 1st-8th year): P3000, P2250, P1687.50, P1265.63, P949.22, P711.91, P533.94, P400.45 rate of interest: -25% (negative in value) i: 12%
For the cash flows shown, determine: (a) the number of possible /* values (b) the value displayed by the IRR function (c) the external rate of return using the MIRR method if i;= 18% per year and ib = 10% per year. Year Revenue, $ 0 1 2 3 4 о 25,000 19,000 4,000 28,000 Cost, $ -6,000 -30,000 -7,000 -6,000 -12,000 The number of i* values according to the rule of signs test is (Click to select) ✓ According to the cumulative cash flow sign test, /* value is (Click to select) The IRR function displays i* value as %. The external rate of return according to the MIRR method is %.
In a geometric sequence of annual cash flows starting at the EOY zero, the value of A0 is $1,304.35 (which is a cash flow). The value of the last term in the series, A10, is $5,276.82. What is the equivalent value of A for years 1 through 10? Let i = 20% per year.
What is the present worth (P) of all the cash flows if F=16000, n=6 years, and i= 8% per year? Select one: O a. $16,480.00 b. $103,824.00 O c. $10,082.71 O d. $34,608.00
In a geometric sequence of annual cash flows starting at the EOY zero, the valueof A0 is $65,217.50 (which is a cash flow). The value of the last term in the series,A10, is $263,841. What is the equivalent value of A for years 1 through 10? Let i= 20% per year.

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