If the seller had a loan balance of $127,538 and an interest rate of 8.5%, what is the monthly interest prior to proration?

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Multiple Choice

If the seller had a loan balance of $127,538 and an interest rate of 8.5%, what is the monthly interest prior to proration?

Explanation:
To determine the monthly interest on the loan, you need to apply the formula for calculating interest on a loan. The formula for monthly interest is: Monthly Interest = (Loan Balance x Annual Interest Rate) / 12 In this scenario, the seller has a loan balance of $127,538 and an annual interest rate of 8.5%. First, you'll convert the annual interest rate from a percentage to a decimal by dividing by 100: 8.5% = 0.085. Next, use the formula: Monthly Interest = ($127,538 x 0.085) / 12. Calculating that gives: Monthly Interest = ($10,839.73) / 12 = $903.31 (approximately). Thus, the monthly interest prior to proration rounds to approximately $903.39. This confirms that the correct answer reflects the accurate calculation of the monthly interest. Proration typically refers to dividing amounts proportionately over a relevant time frame, but in this case, you are looking for the straight calculation of monthly interest based on the provided loan balance and interest rate.

To determine the monthly interest on the loan, you need to apply the formula for calculating interest on a loan. The formula for monthly interest is:

Monthly Interest = (Loan Balance x Annual Interest Rate) / 12

In this scenario, the seller has a loan balance of $127,538 and an annual interest rate of 8.5%.

First, you'll convert the annual interest rate from a percentage to a decimal by dividing by 100:

8.5% = 0.085.

Next, use the formula:

Monthly Interest = ($127,538 x 0.085) / 12.

Calculating that gives:

Monthly Interest = ($10,839.73) / 12 = $903.31 (approximately).

Thus, the monthly interest prior to proration rounds to approximately $903.39. This confirms that the correct answer reflects the accurate calculation of the monthly interest. Proration typically refers to dividing amounts proportionately over a relevant time frame, but in this case, you are looking for the straight calculation of monthly interest based on the provided loan balance and interest rate.

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