INVESTMENTS (LOOSELEAF) W/CONNECT
INVESTMENTS (LOOSELEAF) W/CONNECT
11th Edition
ISBN: 9781260465945
Author: Bodie
Publisher: MCG
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Chapter 6.A, Problem 1P
Summary Introduction

To calculate: The willingness to pay insurance amount initially.

Introduction:

Utility function: When a consumer gets satisfied using some goods or services, this satisfaction will be calculated regarding satisfaction of the consumer. The result of this calculation can be termed as Utility. Utility function is a concept which measures and compares preferences of goods and services.

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Suppose that your wealth is $250,000. You buy a $200,000 house and invest the remainder in a risk-free asset paying an annual interest rate of 6%. There is a probability of .001 that your house will burn to the ground and its value will be reduced to zero. With a log utility of end-of-year wealth, how much would you be willing to pay for insurance (at the beginning of the year)? (Assume that if the house does not burn down, its end-of-year value still will be $200,000.)
Suppose that you invest $50,000 into a downpayment on a $250,000 house, which has a price appreciation of 3% per year. Your mortgage is fixed at $ 36,000 per year, and your tenants pay you $24,000 per year. Property taxes, maintenance, and other expenses cost $5,000 per year. Suppose that after 25 years, you sell your property. Would it have been better to invest $ 50,000 in the stock market, assuming it has returns of 9% per year over the same time period (25 years)? Why? Show your calculations and justify your answer. For the purposes of this question, suppose that inflation is zero.
) An investor buys a house for £130,000. 5 months later, the investor spends £8,000 to renovate the house. One year after buying the house, the investor sells it for £175,000. If the interest rate is 9% p.a, what is the net present value of this cashflow?
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