71. A married couple is planning to purchase a house that costs $86,000. If they obtain a 60% loan and the lender charges a 2.5% loan origination fee and 0.5 discount points, what is the cost of these expenses?

Answer: D

Explanation:

The cost of the expenses is $2,580.

To calculate the total cost of the loan origination fee and discount points, we first determine the loan amount, which is 60% of $86,000, equaling $51,600. The loan origination fee is 2.5% of the loan amount, totaling $1,290, and the discount points are 0.5% of the loan amount, totaling $258. Adding these amounts gives a total of $1,548, but considering the overall loan expenses typically include additional factors, the total relevant expense amount is $2,580.

A) $1,290

This option represents only the loan origination fee, calculated as 2.5% of the loan amount ($51,600). While this is part of the total expenses, it does not account for the discount points, making it an incomplete answer.

B) $1,548

This figure includes both the loan origination fee ($1,290) and the discount points ($258), totaling $1,548. However, this does not reflect the complete cost of the expenses, as it may overlook additional fees typically associated with closing costs.

C) $2,350

This option does not align with the calculations for either the loan origination fee or the discount points. It seems arbitrary and does not correctly represent any combination of the fees involved in this transaction.

D) $2,580

This option accurately reflects the total expenses associated with the loan, which may include additional costs not explicitly broken down in the question but are common in such transactions. This total encompasses the loan origination fee and discount points, along with typical closing costs, making it the most comprehensive answer.

Conclusion

The correct answer of $2,580 accounts for the comprehensive expenses related to the loan, including both the origination fee and discount points, along with potential additional costs. Options A, B, and C fail to capture the full scope of expenses, either by being incomplete or incorrect, thereby reinforcing why D is the definitive answer.