Question

A firm is considering three business projects. Project A will return a profit of $5,000 if...

A firm is considering three business projects. Project A will return a profit of $5,000 if conditions are poor, $10,000 if conditions are good, and $15,000 if conditions are excellent. Project B will return a profit of $6,000 if conditions are poor, $8,000 if conditions are good, and $14,000 if conditions are excellent. Project C will return a profit of $3,000 if conditions are poor, $8,000 if conditions are good, and $20,000 if conditions are excellent.

  1. i. Complete the table below.

Conditions

Outcome

Probability

Project A

Project B

Project C

Poor

0.2

$5,000

$6,000

$3,000

Good

0.5

10,000

8,000

8,000

Excellent

0.3

15,000

14,000

20,000

Expected Value

_______

_______

_______

Minimum Value

_______

_______

_______

Maximum Value

_______

_______

_______

Range

_______

_______

_______

ii. Which project should the business choose considering each of the following decision rule?

- Most likely outcome: __________________

Why? _____________________________________________________________

__________________________________________________________________

- Maximum expected value: ________________

Why? _________

- Risk and returns comparison: ________________

Why? _____________________________________________________________

__________________________________________________________________

- Safety first (maxi-min): ____________________

Why? _____________________________________________________________

__________________________________________________________________

- Minimum return of $5,000: __________________

Why? ___________

Homework Answers

Answer #1

Answering first part of multi part question

Conditions

Outcome

Probability

Project A

Project B

Project C

Poor

0.2

$5,000

$6,000

$3,000

Good

0.5

10,000

8,000

8,000

Excellent

0.3

15,000

14,000

20,000

Expected Value

(sumproduct of probability and Outcome)

= 0.2*5000+0.5*10000+0.3*15000

=10,500

0.2*6000+0.5*8000+0.3*14000

=9,400

0.2*3000+0.5*8000+0.3*20,000

=14,600

Minimum Value

(Lowest of three outcomes)

$5,000

$6,000

$3,000

Maximum Value

(Highest of three outcomes)

15,000

14,000

20,000

Range

(Between minimum and maximum value)

Between 5000 and 15,000

Between 6,000 and 14,000

Between 3,000 and 20,000

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