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Downloadable - About University

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Exercises 209<br />

For each factor the following probability distributions have been<br />

estimated:<br />

No. of days hired<br />

out in year 1<br />

Prob.<br />

(%)<br />

No. of days hired out<br />

in year 2<br />

under 100 30 (This is assumed to<br />

100 to under 200 50 have the same<br />

200 to under 300 20 distribution as year 1)<br />

Annual costs<br />

($)<br />

Prob. in year 1<br />

(%)<br />

Prob. in year 2<br />

(%)<br />

1000 to under 2000 50 30<br />

2000 to under 3000 30 40<br />

3000 to under 4000 20 30<br />

Selling price<br />

($)<br />

Prob.<br />

(%)<br />

1000 to under 2000 40<br />

2000 to under 3000 60<br />

Carry out one simulation of a possible combination of circumstances<br />

and calculate the NPV for your simulation. Use a discount rate<br />

of 10%.<br />

The results for the entire group can then be entered into the<br />

following table:<br />

Net present value<br />

($)<br />

No. of simulations resulting<br />

in NPVs in this range Probability<br />

−15 000 to under 0 .................. .......<br />

0 to under 5 000 .................. .......<br />

5 000 to under 10 000 .................. .......<br />

10 000 to under 15 000 .................. .......<br />

Therefore the most likely range for the NPV appears to be .......<br />

and the probability of a negative NPV appears to be ...........<br />

(5) The managers of a chemical company have to decide whether to<br />

extend their existing plant or replace it with completely new equipment.<br />

A simulation of the two alternatives gives the following<br />

probability distributions of net present value:

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