Attorney's fees
\$830

Inspection
\$375

Recording fees
\$150

Escrow
\$1,000






Evaluate the lender's good faith estimate as a percentage of the loan amount.


AThe lender made a very good estimate; it was within 0.25\% of the actual closing costs.
BThe lender made a fairly good estimate; it was between 0.25\% and 0.5\% from the actual closing costs.
CThe lender made a somewhat poor estimate; it was between 0.25\% and 0.5\% from the actual closing costs.
DThe lender made a very poor estimate; it was between 0.5\% and 0.75\% from the actual closing costs.

Verified Answer :

  • Sum the components provided in the table to find the actual closing cost of \(\$2,355\).
  • Recognize that the lender's estimate (\(E\)) and the loan amount (\(L\)) are missing, preventing a final calculation for the provided options.
  • Use the formula \(\text{Percentage} = \frac{|E - 2355|}{L} \times 100\%\) to evaluate the estimate once the missing data is supplied.
  • Compare the calculated percentage against the thresholds defined in options (a) through (d) to determine the quality of the estimate.
  • The total cost is \(\boxed{\$2,355}\).

Explanation

  1. Calculating Total Actual Closing Costs

To determine the lender's good faith estimate accuracy, we first calculate the total actual closing costs based on the provided table:

  • Attorney's fees: \$830
  • Inspection: \$375
  • Recording fees: \$150
  • Escrow: \$1,000

The total actual closing cost is calculated as:
\[\$830 + \$375 + \$150 + \$1,000 = \$2,355.\]

  1. Methodology for Evaluation

To evaluate the lender's good faith estimate as a percentage of the loan amount, we require two pieces of information: the lender's estimate (\(E\)) and the total loan amount (\(L\)). Since these values are not provided in the prompt, the evaluation formula is:
\[\text{Percentage difference} = \left| \frac{E - 2355}{L} \right| \times 100\%.\]
The options given in the problem rely on this percentage difference:

  • (a) If the result is \(\le 0.25\%\), the estimate is very good.
  • (b) If the result is between \(0.25\%\) and \(0.5\%\), the estimate is fairly good.
  • (c) If the result is between \(0.25\%\) and \(0.5\%\) (noted as somewhat poor), the estimate is in this range.
  • (d) If the result is between \(0.5\%\) and \(0.75\%\), the estimate is very poor.

Without specific values for \(E\) and \(L\), a definitive numerical category cannot be selected. However, the methodology involves calculating the difference between the estimate and the actual cost of \(\$2,355\), dividing that by the loan amount, and comparing it to the provided percentage thresholds.

  1. Conclusion and Requirements

The total actual closing cost is determined to be \(\$2,355\). Given that the specific lender's estimate and the loan amount are missing, the final answer requires those values to perform the calculation \(\frac{|E - 2355|}{L} \times 100\%\). Once those are known, compare the result to the provided options to categorize the quality of the estimate. Because the question is incomplete, a specific selection (a, b, c, or d) cannot be made.

Examples

In real estate transactions, lenders are required to provide a 'Loan Estimate' (a form of good faith estimate) within three days of receiving an application. This document lists the projected closing costs. When the actual closing disclosure is received, the borrower compares the two figures to ensure that the actual costs do not exceed the estimates beyond legally allowed tolerances. If the difference is significant, the borrower can request an explanation or adjustment, ensuring transparency and fairness in the lending process. For example, if a loan is for \(\$200,000\) and the estimate was \(\$2,000\), while the actual cost was \(\$2,355\), the difference is \(\$355\), which is \(\frac{355}{200,000} \approx 0.1775\%\). In this case, the estimate would be considered very good as it is under the \(0.25\%\) threshold.