Based on the following data, would you recommend buying or renting?
Rental Costs
Annual rent$8,230
Insurance $230
Security deposit $1,075
Buying Costs
Annual mortgage payments $10,450 (10,000 is interest)
Property taxes $2,120
Down payment/closing costs $5,150
Growth in equity $450
Insurance/maintenance $1,900
Estimated annual appreciation $2,550
Assume an after-tax savings interest rate of 7 percent and a tax rate of 32 percent. Assume this individual has other tax deductions that exceed the standard deduction amount.
a. Calculate total rental cost and total buying cost. (Do not round intermediate calculations. Round your answers to the nearest whole dollar.)
b. Would you recommend buying or renting?

Respuesta :

a. The total rental cost is $7,564.

b. Total Purchase Price: $7,796

Based on the calculations, it is preferable to rent the property since it results in a lower cost.

Is it preferable to purchase or rent?

Renting gives you a lot more freedom. However, if you've returned to the workplace, either full-time or part-time and expect to stay for a few years, purchasing may be a better option. A decent rule of thumb is that if you want to stay in the home for five to seven years, purchasing is a wise choice.

a.

Total rental costs =  $8,535

Total buying costs =  $7,952

b. Buying

Rental Costs

Rent $8,230

Insurance $230

After-tax interest lost on security deposit:

=After-Tax Interest rate × Security deposit

=0.07 × $1,075 = $75

$8,230 + $230 + $75 = $8535

Buying Costs

Mortgage payments of $10,450

Taxes, insurance, and maintenance $4,020

After-tax interest on the down payment is lost, and closing fees are $360.

After-tax interest lost on a down payment, closing costs:

=After-Tax Interest rate × Down payment and closing costs

=0.07 × $5,150 = $360

Growth in equity −450

Annual appreciation −2,550

Tax savings for mortgage interest −3,200

Tax savings for mortgage interest:

=Tax rate × Mortgage interest

=0.32 × $10,000 = $3,200

Tax savings for property taxes −678

Tax savings for property taxes:

=Tax rate × Property taxes

=0.32 × $2,120 =$678

$10,450 - $3,200 - $678 + $360 + $2,120 + $1,900 - $2,550 -$450 = $7,952

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