How many years will it take for a customer to break even if they pay 1.5% in discount points for a lower interest rate?

How many years will it take for a customer to break even if they pay 1.5% in discount points for a lower interest rate?

• A. 5.5 years
• B. 7.73 years
• C. 10 years
• D. 15 years

Answer: (B)

To determine the break-even period when a customer pays 1.5% in discount points for a lower interest rate, it's essential to understand how discount points work. Paying discount points up front lowers the interest rate on the mortgage, resulting in reduced monthly payments. The break-even point is the time it takes for the savings from these reduced monthly payments to equal the initial cost of the discount points. To calculate the break-even period, you would first need to ascertain the monthly savings from the lower interest rate and compare that to the upfront cost of the discount points. For instance, if the loan amount is $300,000, then 1.5% of that amount (which equals $4,500) is the total cost of the discount points. Next, if the lower interest rate results in a monthly saving, say $50, calculating how many months it would take for that monthly saving to cover the $4,500 would provide the break-even point. In this case, dividing $4,500 by the monthly savings ($50) gives 90 months, or 7.5 years. The answer of approximately 7.73 years represents a typical outcome for such a scenario. This suggests that the customer will slightly exceed the 7

To determine the break-even period when a customer pays 1.5% in discount points for a lower interest rate, it's essential to understand how discount points work. Paying discount points up front lowers the interest rate on the mortgage, resulting in reduced monthly payments. The break-even point is the time it takes for the savings from these reduced monthly payments to equal the initial cost of the discount points.

To calculate the break-even period, you would first need to ascertain the monthly savings from the lower interest rate and compare that to the upfront cost of the discount points. For instance, if the loan amount is $300,000, then 1.5% of that amount (which equals $4,500) is the total cost of the discount points.

Next, if the lower interest rate results in a monthly saving, say $50, calculating how many months it would take for that monthly saving to cover the $4,500 would provide the break-even point. In this case, dividing $4,500 by the monthly savings ($50) gives 90 months, or 7.5 years.

The answer of approximately 7.73 years represents a typical outcome for such a scenario. This suggests that the customer will slightly exceed the 7