Question

You can either invest in Project A or B. Project A could have a value of...

You can either invest in Project A or B. Project A could have a value of $150 with a probability of 0.1 or a value of $75 with a probability of 0.9. Project B could have a value of $110 with a probability of 0.2 or a value of $65 with a probability of 0.8. Which project should you invest in?

Homework Answers

Answer #1

Expected value of a project is calculated as: Probability of occurrence of value * Value + Probability of occurrence of another value * another Value

Project A:

Probability of 0.1 to have a value of $150

Probability of 0.9 to have a value of $75

Expected Value = 0.1 * 150 + 0.9 * 75 = 82.5

Project B:

Probability of 0.2 to have a value of $110

Probability of 0.8 to have a value of $65

Expected Value = 0.2 * 110 + 0.8 * 65 = 74

You should invest in project A which have higher expected value.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
You have the opportunity to invest your savings, $100,000, in either “Project Slow” or “Project Fast”....
You have the opportunity to invest your savings, $100,000, in either “Project Slow” or “Project Fast”. The cash flows for the two projects are: Year Project Fast Project Slow 1 $35,000 $40,000 2 30,000 35,000 3 30,000 30,000 4 20,000 10,000 If you use the payback method to evaluate your investments, calculate the payback period for each project. Fast: 3.25; Slow: 2.83 Which project would you choose? Answer: (a) Project Fast (b) Project Slow (c)   
If you have $20,000 to invest for 4 years and can chose either an investment in...
If you have $20,000 to invest for 4 years and can chose either an investment in alternative A that pays interest at a rate of 9% compounding monthly, or investment B that has an interest rate of 9% compounding annually, which investment should you chose? A Investment Alternative A. B Investment Alternative B. C Either one given they both have the same effective annual rate (EAR). D Answer cannot be determined given the information provided.
A is a good driver with a probability of 0.1 of having an accident and B...
A is a good driver with a probability of 0.1 of having an accident and B is less careful and has an accident probability of 0.2. Each has a car initially valued at $10,000, and with a value of zero in the event of an accident. They each have no other wealth. They can each buy fair insurance of any positive amount up to $10,000. If  cb is consumption (in $'s) in the "state" where an accident occurs, and  cg is consumption...
Suppose a firm can invest in two mutually exclusive projects that yield the following cashflows: Project...
Suppose a firm can invest in two mutually exclusive projects that yield the following cashflows: Project A: 150 and 50 with equal probability Project B: 350 and 20 with equal probability The manager earns a private benefit of 1 from project A. Additionally, she is risk-avers with a utility function of U=log(x). a. The board asks you for advice for the cheapest way to incentivize the manager to invest in project B with equity. What do you recommend? b. Can...
Now you have $1,000,000 to invest. If you invest $195,000 in stock A (beta is 0.32),...
Now you have $1,000,000 to invest. If you invest $195,000 in stock A (beta is 0.32), and invest $340,000 in stock B (beta is 0.8). Then you invest $135,000 in risk-free asset and invest the rest money in stock C. What’s the beta of stock C? You can regard investment value as expected value here.
how would you do this, could someone explain with steps please For a random person looking...
how would you do this, could someone explain with steps please For a random person looking for a jolt of caffeine, the probability that they would go to Tim Horton’s over Starbucks is 65%. Those who go to Starbucks will get coffee 80% the time and a specialty drink 20% of the time. Those who go to Tim Horton’s will get the coffee 90% of the time and a specialty drink 10% of the time. What is the probability that...
You want to invest $15,000 in government securities for the next two years. You can either...
You want to invest $15,000 in government securities for the next two years. You can either invest in a security that pays an interest rate of 7.5% per year for the next two years, or invest in a security that matures in one year but pays 5.5%. If you decide to invest in the security that matures in one year, you would then reinvest your savings for another one year. What should be the one year interest rate next year...
Company X want to Invest to project A, B or C (the company can only invest...
Company X want to Invest to project A, B or C (the company can only invest in one project (A, B or C) or the company can choose not invest to any project (DN (do nothing)). Based on the incremental analysis rates of return shown below, what alternative should company X choose (MARR = 10%)? Comparison IRR A - DN -3% B - DN -2% C - DN 8% B - A 12% C - B 15% C - A...
Koral Corporation can invest in a project that costs $400,000. The project is expected to have...
Koral Corporation can invest in a project that costs $400,000. The project is expected to have an after-tax return of $250,000 in each of years 1 and 2. Koral normally uses a 10 percent discount rate to evaluate projects but feels it should use 12 percent to compensate for inflation. How much difference does the rate make in the after-tax net present value of the project? a. $50,000 b. $22,500 c. $20,000 d. $11,250
You have been told that your organization will accept a project that has a payback of...
You have been told that your organization will accept a project that has a payback of 3 years or less. You have $100 to invest, and you can accept either Project A or Project B. According to your decision criteria, which project should be chosen? What are the problems with this analysis and the decision? Project A:  NINV = –100: NCF1 = 20 : NCF2 = 30: NCF3 = 50 Project B: NINV = –100: NCF1 = 20: NCF2 = 30:...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT