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You have qualified your client for a mortgage of $660000. Given this value, what will be the maximum house value. Assume minimum down payment is made.

Question

You have qualified your client for a mortgage of $660000.

Given this value, what will be the maximum house value.

Assume minimum down payment is made.

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Solution

To determine the maximum house value, we need to know the minimum down payment percentage. This percentage can vary, but let's assume it's 5% for this example.

  1. First, calculate the down payment amount. If the mortgage amount is $660,000 and this represents 95% of the house value (because the down payment covers the remaining 5%), then the down payment is 5% of the house value.

  2. To find this value, you divide the mortgage amount by 95 and then multiply by 5. So, 660,000/955=660,000 / 95 * 5 = 34,736.84. This is the down payment.

  3. Add the down payment to the mortgage amount to get the maximum house value. So, 660,000+660,000 + 34,736.84 = $694,736.84.

So, the maximum house value, assuming a minimum down payment is made, is approximately $694,736.84.

This problem has been solved

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