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Cash Flow
| Asset | End of year | Amount | Appropriate Required Return |
| D | 1 through 5 | $1,500 | 12% |
| 6 | $8,500 |
By using cell references to the given datea and the function PV, Calculate the value of asset D.
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- Asset End of year Amount Appropriate Required Return D 1 through 5 $1,500 12% 6 $8,500 Cash Flow By using cell references to the given data and the function PV, Calculate the value of asset D.Asset End of year Amount Appropriate Required Return E 1 $2,000 14% 2 $3,000 3 $5,000 4 $7,000 5 $4,000 6 $1,000 Cash Flow By using cell references to the given data and the function NPV, calculate the value of asset ECash Flow Asset End of year Amount Appropirate Requried Retrun A 1 $5,000 18% 2 $5,000 3 $5,000 Using cell references to the given datea and the PV function, calculate the value of asset A.
- Asset End of year Amount Appropriate Required Return A 1 $5,000 18% 2 $5,000 3 $5,000 Cash Flow Using cell references to the given datea and the PV function, calculate the value of asset A.Cash Flow Asset End of Year Amount Appropriate Required Return B 1 through Infinity $300 15% using cell References to the given datea, calculate the value of asset BCash Flow Asset End of Year Amount Appropriate Required Return B 1 through Infinity $300 15% using cell References to the given data, calculate the value of asset B
- Use the following information Year 0 1 2 3 Cash flow -$1000 $300 $500 $700 WACC= 8.0% Calculate: a) NPV b) IRR c) Payback d) MIRR e) EAADetermine the PW of the following cash flows (CF) at 6% interest : @Year 0 = -14K , @ Year 1 = -8K, @ Year 2 = 13K, @ Year 3 = 22K, @Year 4 = -14K, @ Year 5 = -4K and @Year 6 = 12K Compute manually pls. No excel solutionDetermine 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
- Tasks/ calculation these questions are :- by 6 functions are : 1. Accumulative (future) money value 1/ Simple interest FV=PV*(1+* ? *N) 2/ Aggregate interest FV=PV (1+ ? )N 2. Present money value PV = FV * ^note N- total times of getting income^ R= ?????? ??? / N n- frequency of income generation per year 3. Present payment value PV = PMT * 4. Future payment value (PMT) FV = PMT * 5. Amortization payment PMT = PV * 6. Solatium fond factor (SFF) PMT = FV * Q1/ The investor wants to invest in the purchase of an office building. He suggests he can rent it out for 10 years at an annual rent of 1,850,000. At the end of the tenth year it is expected to sell the company for 18 million d.e. Income rate 20% What is the current value of the building?Year Net Cash Flow Discount Factor Present Value (using the factor) Present Value (using Excel formula) 0 $ (3,500,000.00) 1 $ (3,500,000.00) ($3,500,000.00) 1 $ 900,000.00 0.90909 $ 818,181.00 $818,181.82 2 $ 900,000.00 0.82645 $ 743,805.00 $743,801.65 3 $ 900,000.00 0.75131 $ 676,179.00 $676,183.32 4 $ 900,000.00 0.68301 $ 614,709.00 $614,712.11 5 $ 900,000.00 0.62092 $ 558,828.00 $558,829.19 Net Present Value $ (88,298.00) $ (88,291.91) 3. Now assume that inflation is estimated as a 5% increase each year (starting with Year 1) for the entire 5 years. Calculate the new net cash flow values for each year. start with 5% increase for Year 1 net cash flow. Year Net Cash Flow 0 $…Assuming today is 1st January 2021. Date Cash flows (Rs.) 01-Jan-21 (900,000 ) 31-Dec-21 0 31-Dec-22 240,000 31-Dec-23 320,000 31-Dec-24 490,000 31-Dec-25 250,000 31-Dec-26 345,000 Cost of Capital = 8% Required: Net Present Value (NPV) Payback period (Simple and discounted) Internal Rate of Return (IRR) Solve At Excel.