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dybincka [34]
3 years ago
8

Your company is evaluating two projects for consideration. Project A has a 40% probability of a $3,000.00 loss and a 60% probabi

lity of a $20,000.00 gain. Project B has a 30% probability of a $5,000.00 loss and a 70% probability of a $15,000.00 gain. Which of the projects would you select based on the greatest expected monetary value?
Business
1 answer:
natima [27]3 years ago
5 0

Answer:

We should select Project A as it has a higher expected value of 10,800 compared to Project B's expected value of 9,000.

Explanation:

We need to find the expected value of both the projects, using the formula

Expected value of project A= (probability of loss * value of loss)+(probability of gain* value of gain)

Expected value of project A= (0.40*-3,000)+(0.60*20,000)

=-1200+12,000=10,800

Expected value of project A= 10,800

Expected Value of project B= (probability of loss * value of loss)+(probability of gain* value of gain)

=(0.30*-5,000) +(0.70*15,000)=-1500+10,500=9,000

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If the actual unemployment rate is 7% and the cyclical unemployment rate is 2%, then the natural rate of unemployment is:
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Hello Friend, I've done my personal research, and I apologize if the answer is incorrect.

The natural unemployment would be 5%.

Explanation:

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