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ArbitrLikvidat [17]
3 years ago
8

Carl purchased an apartment complex for $2.6 million on March 17 of year 1. of the purchase price, $1,050,000 was attributable t

o the land the complex sits on. He also installed new furniture into half of the units at a cost of $75,000. What is Carl's allowable depreciation deduction for his real property for years 1 and 2? (Round your final answers to the nearest whole dollar amount.)
Business
1 answer:
Olin [163]3 years ago
8 0

Answer:

total depreciation year 1 = $71,358

total depreciation year 2 = $80,358

Explanation:

Land cannot be depreciated, therefore Carl can only depreciate the building's cost = $2,600,000 - $1,050,000 = $1,550,000

Rental property can be depreciated at a fixed rate of 3.636% per year during 27.5 years. Depreciation per year for the building = $56,358

Furniture on rental property can be depreciated on a 5 year basis using a MACRS table and half year convention:

depreciation year 1 = 20% x $75,000 = $15,000

depreciation year 2 = 32% x $75,000 = $24,000

total depreciation year 1 = $56,358 + $15,000 = $71,358

total depreciation year 2 = $56,358 + $24,000 = $80,358

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Reg has just purchased a new car. The car had a list price of $22,499, and he was responsible for 7. 96% sales tax, a $2,138 veh
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The down payment that would be paid by reg is $2,800.

<h3 /><h3>What is a down payment?</h3>

A down payment is the first partial payment for the purchase of price expensive items or services, such as a car or a house. It is usually paid off in cash or equal at the time of finalizing the transaction. A loan of some kind is then asked to finance the remainder of the payment.

<u>Computation </u><u>of a down Payment:</u>

<u />

According to the question,

The total amount of car would be:

\text{List Price + Sales Tax + Registration Fee + Documentation Fee}\\\\\$22,499+\$1,791+\$2,138+\$262 = \$26,690.

r= 10.27%,

r=\dfrac{10.27}{12\times100}\\\\\\r= 0.00855833 ,

t= 12\times3\text{Years}=36 \text{Months}.

Monthly Payment = $773.89.

Let X be the amount of payment that is given in the starting.

\text{Monthly Payment} = \dfrac{\text{(List Price - x) r }}{1-(1+r)}}\\\\\\\$773.89 = \dfrac{(22,49-\text{x )0.0085533}}{1-(1+0.0085533)}\\\\\text{x}=$23889.84

The amount of down payment would be:

\text{Down Payment}=\text{Total Amount - Down Payment}\\\\\\\text{Down Payment}=\$26,690-\$23889.84\\\\\text{Down Payment}=\$2,801 \text{App.}

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Learn more about the down payment, refer:

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