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Math

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PROBLEM

What is the property value if annual net income is $22,000 and capitalization rate is 8%? Options: $275,000, $176,000, $200,000, $183,000.

STEP 1

Assumptions1. The annual net income from the property is $22,000. The capitalization rate is8%
3. The value of the property is calculated using the income approach, which is the net income divided by the capitalization rate

STEP 2

First, we need to find the value of the property using the income approach. We can do this by dividing the net income by the capitalization rate.
Propertyvalue=NetincomeCapitalizationrateProperty\, value = \frac{Net\, income}{Capitalization\, rate}

STEP 3

Now, plug in the given values for the net income and capitalization rate to calculate the property value.
Property\, value = \frac{\($\)22,000}{8\%}

STEP 4

Convert the percentage to a decimal value.
8%=0.088\% =0.08Property\, value = \frac{\($\)22,000}{0.08}

SOLUTION

Calculate the property value.
Property\, value = \frac{\($\)22,000}{0.08} = \($\)275,000The value of the property using the income approach is $275,000.

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