Revenues |
|||
Low (0.30) |
Medium (0.50) |
High (0.20) |
|
A |
120,000 |
255,000 |
390,000 |
B |
130,000 |
295,000 |
460,000 |
C |
100,000 |
300,000 |
480,000 |
Determine the maximum expected payoff.
Group of answer choices
$276,000
$285,000
$241,500
$278,500
Revenues | ||||
Low (0.30) | Medium (0.50) | High (0.20) | Expected Payoff | |
A | 120,000 | 255,000 | 390,000 | 241,500 |
B | 130,000 | 295,000 | 460,000 | 278,500 |
C | 100,000 | 300,000 | 480,000 | 276,000 |
Expected payoff for A = (120000*0.30)+(255000*0.50)+(390000*0.20) = $241500.
Expected payoff for B = (130000*0.30)+(295000*0.50)+(460000*0.20) =$ 278500.
Expected payoff for A = (100000*0.30)+(300000*0.50)+(480000*0.20) = $276000.
Therefore, the maximum expected payoff is .$278,500. ( which is expected payoff for B)
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