Chapter 8: Problem 1
Interpret the quote in the context of your own home.
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Chapter 8: Problem 1
Interpret the quote in the context of your own home.
These are the key concepts you need to understand to accurately answer the question.
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Abe makes \(\$ 18.50\) per hour. He works 37 hours a week. He pays 23\(\%\) of his gross earnings in federal and state taxes and saves 5\(\%\) of his monthly gross income. He is considering renting an apartment that will cost \(\$ 1,500\) per month. a. Is this monthly rental fee within the recommended \(25 \%-30 \%\) housing expense range? b. Based upon his expenses, can he make the monthly payments?
Helene and Vick moved into an apartment and pay \(\$ 1,875\) rent per month. The landlord told them them the rent has increased 3.28\(\%\) per year on average. Express the rent \(y\) as an exponential function of the number of years they rent the apartment.
Ron has a homeowner’s insurance policy, which covers theft, with a deductible of d dollars. Two bicycles, worth b dollars each, and some tools, worth t dollars, were stolen from his garage. If the value of the stolen items was greater than the deductible, represent the amount of money the insurance company will pay algebraically.
Joe wants to rent an apartment with an initial monthly rent of \(\$ 1,400 .\) He has been told that the landlord raises the rent 1.25\(\%\) each year. Set up an exponential function that models this situation. Calculate the rent after 12 years. Round to the nearest dollar.
The Basil family has a summer co-op apartment on a beach and pays a monthly mortgage payment of \(\$ 1,120\) and a monthly maintenance fee of \(\$ 800 .\) The basils get approval from the co-op board of directors to sublet their apartment, since they do not plan to use it this summer. This means they will continue to make all the payments, but they will rent the apartment to a tenant for the three months they are away. The Basils will charge \(\$ 2,300\) per month to the tenants. a. What is the total of the three months' mortgage payments and maintenance fees? b. How much rent will the basils receive? c. Will the rent cover the monthly fees that the Basils must pay? d. What is the difference between the rent the Basils will collect and their monthly payments for the three months?
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