Answer: Expected profit is $5,750
Step-by-step explanation:
Given data:
Profit on clear day = $30,000
Profit on a cloudy day = $10,000
Loss when it rains = $5,000
Likelihood = 14%
Sunny = 39%
Solution
First we apply the Expected profit formula
= (30,000*0.14)+(10,000*0.39)+(-5000*0.47)
= $4200 + $3900 + ($2350)
= $8100 + ($2350)
= $5,750
The calculated expected profit is $5,750.