A calculation gives $612,437, but the market inputs are too uncertain to support dollar-level precision. What is the best reporting principle?
Correct Answer
B) Use and explain a level of precision consistent with the evidence and assignment requirements.
The number of digits produced by a calculation does not measure evidentiary precision. Select a reporting precision supported by the data and applicable requirements. No universal nearest-thousand rule follows from this figure alone; avoid implying accuracy the inputs do not support.
Why This Is the Correct Answer
Option B is correct because rounding should reflect the degree of precision associated with the value estimate. When market inputs are uncertain, reporting every dollar implies accuracy that does not exist. Selecting and explaining an appropriate level of precision, within any assignment requirements, presents the opinion honestly.
Why the Other Options Are Wrong
Option A: Report each calculated dollar unrounded, because more digits demonstrate the appraisal’s accuracy.
Option A reports each calculated dollar unrounded because more digits supposedly show accuracy. Extra digits come from arithmetic, not evidence, and they overstate precision when the inputs are uncertain.
Option C: Round upward each time to support the highest permissible loan amount.
Option C rounds upward each time to support the highest permissible loan amount. Rounding to serve a loan target is bias, and the direction of rounding should follow standard practice, not a desired outcome.
Option D: Use the same rounding interval for each appraisal, without regard to its data.
Option D uses the same rounding interval for each appraisal without regard to its data. Precision should match the evidence in each assignment, so a fixed interval ignoring the data is not the best principle.
Digits should match data
Report only as many digits as the evidence can stand behind.
How to use: Use this when deciding how precisely to report a value.
Exam Tip
Pick the answer that links precision to evidence and requirements; options tied to loan amounts or rigid formulas are distractors.
Common Mistakes to Avoid
- -Reporting unrounded figures as if they were exact
- -Rounding in the direction that helps a loan
- -Applying one rounding interval regardless of data quality
Concept Deep Dive
Analysis
This question tests how reporting precision should reflect the evidence. A calculated figure like $612,437 implies dollar-level accuracy the uncertain inputs cannot support. The appraiser should choose and explain a precision consistent with the data and assignment requirements.
Background Knowledge
Rounding communicates the reliability of a value opinion. Strong, consistent data may support finer precision, while uncertain data call for broader rounding. Assignment or program requirements may also affect how values are reported.
Real-World Application
An appraiser's reconciliation spreadsheet produces $612,437 for a unique home with few comparables. Recognizing the uncertainty, the appraiser reports a rounded figure. The report explains that the rounding reflects the precision the data support.
More Reconciliation Questions
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After reviewing the evidence, an appraiser excludes a $509,000 indication as unrepresentative and retains $412,000, $418,000 and $421,000. What is the arithmetic mean of the three retained indications?
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