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On a URAR form, an appraiser notes that a comparable property sold 8 months ago. If the market has appreciated at 6% annually, what time adjustment should be applied to the comparable's $320,000 sale price?

Correct Answer

A) +$12,800

With 6% annual appreciation, the monthly rate is 0.5% (6% ÷ 12). Over 8 months, appreciation totals 4% (0.5% × 8). The comparable needs a +$12,800 adjustment ($320,000 × 0.04) to reflect current market conditions.

Answer Options
A
+$12,800
B
+$19,200
C
-$12,800
D
-$19,200

Why This Is the Correct Answer

Option A correctly calculates the time adjustment by first converting the 6% annual appreciation to a 0.5% monthly rate (6% ÷ 12 months). Over 8 months, this equals 4% total appreciation (0.5% × 8). Applying this 4% to the $320,000 sale price yields a +$12,800 adjustment ($320,000 × 0.04). The positive sign is correct because the comparable sold in the past when values were lower, so it needs an upward adjustment to reflect current higher market values.

Why the Other Options Are Wrong

Option B: +$19,200

This option uses an incorrect calculation method, likely multiplying the annual rate by a fraction of the year incorrectly, or using the wrong time period in the calculation, resulting in an inflated adjustment amount.

Option C: -$12,800

This option has the correct dollar amount but the wrong sign - a negative adjustment would indicate market depreciation, but the problem states the market has appreciated, requiring a positive adjustment.

Option D: -$19,200

This option is wrong on both counts - it uses both an incorrect calculation method resulting in the wrong dollar amount and applies a negative sign when appreciation requires a positive adjustment.

PAST-UP Memory Method

PAST-UP: When comparable sales are from the PAST and markets went UP (appreciated), adjust the comparable UP (+). When markets went DOWN (depreciated), adjust the comparable DOWN (-).

How to use: When you see a time adjustment question, first identify if the sale was in the past or future, then determine if the market went up or down, then apply PAST-UP logic to determine the sign of your adjustment.

Exam Tip

Always convert annual rates to monthly rates by dividing by 12, then multiply by the number of months. Double-check your adjustment direction - appreciation = positive adjustment, depreciation = negative adjustment.

Common Mistakes to Avoid

  • -Forgetting to convert annual rates to monthly rates
  • -Using the wrong sign (negative instead of positive for appreciation)
  • -Calculating the percentage correctly but applying it to the wrong base amount

Concept Deep Dive

Analysis

Time adjustments in real estate appraisal account for market appreciation or depreciation between the comparable sale date and the effective date of the appraisal. When the market has appreciated since the comparable sold, the comparable's sale price must be adjusted upward to reflect what it would sell for in today's market. The adjustment is calculated by determining the monthly appreciation rate from the annual rate, multiplying by the number of months elapsed, and applying this percentage to the sale price. The direction of the adjustment is critical - appreciation requires a positive adjustment to bring the older sale price up to current market levels.

Background Knowledge

Time adjustments are essential in the sales comparison approach because comparable sales occurred at different times than the appraisal date. Appraisers must adjust older sales upward for appreciation or downward for depreciation to make them equivalent to current market conditions.

Real-World Application

In practice, appraisers research market trends through MLS data, assessor records, and local market reports to determine appreciation rates. They apply these adjustments to make sales from different time periods comparable to the current market, ensuring accurate property valuations.

time adjustmentmarket appreciationURARcomparable salesmonthly appreciation rate

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