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A property was purchased 5 years ago for S1 million and generated NOl of $70,000 in Year 1.The NOl will increase at 5% per annum. If the forward cap rate of the property has risen by 1% from7% to 8%, today compared to 5 years ago, what price would a potential buyer have to pay for theproperty now, if they used forward cap rates exclusively?

Question

A property was purchased 5 years ago for S1 million and generated NOl of $70,000 in Year 1.The NOl will increase at 5% per annum. If the forward cap rate of the property has risen by 1% from7% to 8%, today compared to 5 years ago, what price would a potential buyer have to pay for theproperty now, if they used forward cap rates exclusively?

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Solution

First, let's calculate the Net Operating Income (NOI) for the current year (Year 5). The NOI in Year 1 was 70,000anditincreasesat570,000 and it increases at 5% per annum. So, the NOI in Year 5 would be 70,000 * (1 + 0.05)^4 = $85,386.75. (We raise to the power of 4 because the increase happens at the end of each year, so after 5 years, the increase has happened 4 times.)

Next, let's calculate the price using the new cap rate. The cap rate has risen by 1% from 7% to 8%.

The price of a property is calculated as the NOI divided by the cap rate. So, the price a potential buyer would have to pay for the property now would be 85,386.75/0.08=85,386.75 / 0.08 = 1,067,334.38.

So, if a potential buyer used forward cap rates exclusively, they would have to pay approximately $1,067,334.38 for the property now.

This problem has been solved

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