Benefits of borrowing. Wilson Motors is looking to expand its operations by addi
ID: 2801853 • Letter: B
Question
Benefits of borrowing. Wilson Motors is looking to expand its operations by adding a second manufacturing location. If it is successful, the company will make $430,000. If it fails, the company will lose $270,000. Wilson Motors is trying to decide whether it should borrow the $270,000 given the current bank loan rate of 18%. Should Wilson Motors borrow the money if a.the probability of success is 88%? b.the probability of success is 81%? c.the probability of success is 72%? Benefits of borrowing. Wilson Motors is looking to expand its operations by adding a second manufacturing location. If it is successful, the company will make $430,000. If it fails, the company will lose $270,000. Wilson Motors is trying to decide whether it should borrow the $270,000 given the current bank loan rate of 18%. Should Wilson Motors borrow the money if a.the probability of success is 88%? b.the probability of success is 81%? c.the probability of success is 72%? Benefits of borrowing. Wilson Motors is looking to expand its operations by adding a second manufacturing location. If it is successful, the company will make $430,000. If it fails, the company will lose $270,000. Wilson Motors is trying to decide whether it should borrow the $270,000 given the current bank loan rate of 18%. Should Wilson Motors borrow the money if a.the probability of success is 88%? b.the probability of success is 81%? c.the probability of success is 72%?Explanation / Answer
Wilson Motors borrow the money if the expected payout exceeds cost of loan
a. the probability of success is 88%?
Expected payout = .88($430,000) + .12(-$270,000) = $346,000
Cost of borrowing = $270,000 (1+.18) = 318,600
Expected Profit = 27,400 Borrow
b. the probability of success is 81%?
Expected payout = .81($430,000) + .19(-$270,000) = $297,000
Cost of borrowing = $270,000 (1+.18) = 318,600
Expected loss = -21600 Do not Borrow
c. the probability of success is 72%?
Expected payout = .72($430,000) + .28(-$270,000) = $234,000
Cost of borrowing = $270,000 (1+.18) = 318,600
Expected loss = -84600 Do not Borrow
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