Question: Please show excel formulas!!!! Assignment 5-2, Question 1 a. Net Present Value (NPV): NPVx = -$10,000 + $ + $ + $ + $ =
| Please show excel formulas!!!! Assignment 5-2, Question 1 | |||||||||||||||||
| a. | |||||||||||||||||
| Net Present Value (NPV): | |||||||||||||||||
| NPVx = | -$10,000 | + | $ | + | $ | + | $ | + | $ | = | $ | ||||||
| NPVy = | -$10,000 | + | $ | + | $ | + | $ | + | $ | = | $ | ||||||
| Internal Rate of Return (IRR): | |||||||||||||||||
| To solve for each project's IRR, find the discount rates that equate each NPV to zero: | |||||||||||||||||
| IRRx | = | 18% | |||||||||||||||
| IRRy | = | % | |||||||||||||||
| Modified Internal Rate of Return (MIRR): | |||||||||||||||||
| To obtain each project's MIRR, begin by finding each project's terminal value (TV) of cash inflows: | |||||||||||||||||
| TVx | = | $6,500 (1.12)^3 | + | $ | + | $ | + | $1,000 | = | $ | |||||||
| TVy | = | $ | + | $ | + | $ | + | $3,500 | = | $ | |||||||
| Now, each project's MIRR is the discount rate that equates the PV of the TV to each project's cost, $10,000: | |||||||||||||||||
| MIRRx | = | % | |||||||||||||||
| MIRRy | = | % | |||||||||||||||
| Profitability Index (PI): | |||||||||||||||||
| To obtain each project's PI, divide its present value of future cash flows by its initial cost. The PV of future cash flows can be found from the NPV calculated earlier: | |||||||||||||||||
| PVx | = | NPVx | + | Cost of X | |||||||||||||
| = | $ | + | $10,000 | = | $ | ||||||||||||
| PVy | = | NPVy | + | Cost of Y | |||||||||||||
| = | $ | + | $ | = | $ | ||||||||||||
| PIx | = | PVx | Cost of X | ||||||||||||||
| = | $ | $ | = | ||||||||||||||
| PIy | = | PVy | Cost of Y | ||||||||||||||
| = | $ | $ | = | ||||||||||||||
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