Question

Shannon industries is considering a project that has the following cash flows:

Year Project cash flow

0 $-6,240

1 $1,980

2 $3,750

3 ?

4 $1,000

The project has a payback of 2.85 years.

The firm's cost of capital is 10 percent. what is the project's net present value (NPV)?

a) 874.87

b) -146.92

c) 436.96

d) 727.95

e) -207.02

Answer #1

Payback period=Last period with a negative cumulative cash flow+(Absolute value of cumulative cash flows at that period/Cash flow after that period).

Year | Cash flows | Cumulative cash flows |

0 | (6240) | (6240) |

1 | 1980 | (4260) |

2 | 3750 | (510) |

3 | x | -510+x |

4 | 1000 | 490+x |

2.85=2+(510/x)

x=510/(2.85-2)

=$600

Present value of inflows=cash inflow*Present value of discounting factor(rate%,time period)

=1980/1.1+3750/1.1^2+600/1.1^3+1000/1.1^4

=$6032.98

NPV=Present value of inflows-Present value of outflows

=$6032.98-$6240

WHICH IS EQUAL TO

=**$(207.02)(Approx)(Negative).**

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