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We have a risk-neutral bank. Bank has a pool of loans that has a return of 10 with a probability of 0.6 and 2 with a probability of 0.4. If the bank holds the loans on its balance sheet it incurs a cost of 0.8 due to capital requirements. Banks can also securitize loans to overcome capital requirements. a) What is the maximum price a risk-averse buyer with u(x) = x1/3 would be willing to pay for the loan? Would the bank be willing to sell the loans in that case? b) Suppose, in addition to the risk-averse investors as in part a), there are also risk-neutral investors who are willing to buy the loans. However, risk-neutral investors have limited funds of 4.8. Would the bank be willing to sell the loans? How? We have a risk-neutral bank. Bank has a pool of loans that has a return of 10 with a probability of 0.6 and 2 with a probability of 0.4. If the bank holds the loans on its balance sheet it incurs a cost of 0.8 due to capital requirements. Banks can also securitize loans to overcome capital requirements. a) What is the maximum price a risk-averse buyer with u(x) = x1/3 would be willing to pay for the loan? Would the bank be willing to sell the loans in that case? b) Suppose, in addition to the risk-averse investors as in part a), there are also risk-neutral investors who are willing to buy the loans. However, risk-neutral investors have limited funds of 4.8. Would the bank be willing to sell the loans? How?
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a To determine the maximum price a riskaverse buyer with utility function ux x13 would be willing to ... View the full answer
Related Book For
Smith and Roberson Business Law
ISBN: 978-0538473637
15th Edition
Authors: Richard A. Mann, Barry S. Roberts
Posted Date:
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