Imagine that you are trying to evaluate the economics of purchasing a condominium to live in during college rather than renting an appartment. If you buy the​ condo, during each of the next 4 years you will have to pay property taxes and maintenance expeditures of about ​$6,000 per​ year, but you will avoid paying rent of ​$10,000 per year. When you graduate 4 years from​ now, you expect to sell the condo for ​$125,000. If you buy the​ condo, you will use money you have saved and invested earning a 6​% annual return. Assume that all cash flows​ (rent, maintenance,​ etc.) would occur at the end of each year.   a.  Identify the cash​ flows, their​ timing, and the required return applicable to valuing the condo. The amount of the property taxes and maintenance​ expenditures, CF​, associated with the purchase of the condo is ​$_________.   b.  What is the maximum price you pay for the​ condo? Explain.

Pfin (with Mindtap, 1 Term Printed Access Card) (mindtap Course List)
7th Edition
ISBN:9780357033609
Author:Randall Billingsley, Lawrence J. Gitman, Michael D. Joehnk
Publisher:Randall Billingsley, Lawrence J. Gitman, Michael D. Joehnk
Chapter13: Investing In Mutual Funds, Etfs, And Real Estate
Section: Chapter Questions
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Imagine that you are trying to evaluate the economics of purchasing a condominium to live in during college rather than renting an appartment. If you buy the​ condo, during each of the next 4 years you will have to pay property taxes and maintenance expeditures of about ​$6,000 per​ year, but you will avoid paying rent of ​$10,000 per year. When you graduate 4 years from​ now, you expect to sell the condo for ​$125,000. If you buy the​ condo, you will use money you have saved and invested earning a 6​% annual return. Assume that all cash flows​ (rent, maintenance,​ etc.) would occur at the end of each year.
 
a.  Identify the cash​ flows, their​ timing, and the required return applicable to valuing the condo. The amount of the property taxes and maintenance​ expenditures, CF​, associated with the purchase of the condo is ​$_________.
 
b.  What is the maximum price you pay for the​ condo? Explain.
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