A comparable property sold for $350,000 six months ago. Market conditions have increased by 2% during this period. The time-adjusted sale price is:
Correct Answer
B) $357,000
To adjust for market conditions, multiply the sale price by the market increase: $350,000 × 1.02 = $357,000. This brings the comparable sale to current market levels.
Why This Is the Correct Answer
Option B correctly applies the time adjustment formula by multiplying the original sale price by the market appreciation factor. The calculation is $350,000 × 1.02 = $357,000, where 1.02 represents the original value (1.00) plus the 2% market increase (0.02). This adjustment brings the six-month-old comparable sale to current market value levels. The result reflects what this property would likely sell for today given the 2% market appreciation that has occurred since the original sale.
Why the Other Options Are Wrong
Option A: $350,000
Option A fails to make any time adjustment, leaving the sale price at the original $350,000. This ignores the stated 2% market increase over the six-month period and would result in an outdated comparable that doesn't reflect current market conditions.
Option C: $343,137
Option C appears to apply a downward adjustment ($343,137), which would be incorrect given that market conditions increased by 2%. This might result from incorrectly dividing by 1.02 instead of multiplying, or misunderstanding the direction of the market change.
Option D: $364,000
Option D shows $364,000, which represents an excessive adjustment of approximately 4% rather than the stated 2% market increase. This could result from incorrectly adding $14,000 (4% of $350,000) instead of $7,000 (2% of $350,000).
TIME = Multiply
Remember 'TIME = Multiply' - when adjusting for TIME appreciation, you MULTIPLY the original price by (1 + percentage increase). For market increases: Original Price × (1 + increase rate) = Adjusted Price.
How to use: When you see a time adjustment question, immediately identify if the market went up or down, then apply the TIME = Multiply rule. For a 2% increase, multiply by 1.02; for a 3% decrease, multiply by 0.97.
Exam Tip
Always convert percentage increases to decimal form and add to 1.00 before multiplying. Double-check that your adjustment moves in the correct direction - increases should result in higher values, decreases in lower values.
Common Mistakes to Avoid
- -Forgetting to make any time adjustment
- -Applying the adjustment in the wrong direction (subtracting instead of adding for market increases)
- -Using the wrong mathematical operation (adding percentage instead of multiplying by the factor)
Concept Deep Dive
Analysis
This question tests the fundamental appraisal concept of time adjustments in the sales comparison approach. When using comparable sales, appraisers must adjust older sales data to reflect current market conditions at the time of appraisal. Market conditions can change due to various factors including supply and demand, economic conditions, interest rates, and local market trends. The time adjustment ensures that comparable sales accurately reflect what the property would have sold for under current market conditions, making the comparison valid and reliable.
Background Knowledge
Time adjustments are essential in the sales comparison approach because market conditions constantly change, making older sales data less reliable without proper adjustment. Appraisers must research market trends and apply appropriate percentage adjustments to bring comparable sales to the effective date of the appraisal.
Real-World Application
In practice, appraisers research recent market trends through MLS data, broker interviews, and market reports to determine appropriate time adjustments. For example, if analyzing sales from different time periods during a rising market, older sales must be adjusted upward to reflect current values for accurate comparison.
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