A comparable sold for $400,000, needs a +5% market-conditions adjustment and a −$15,000 garage adjustment. Applying the standard sequence, the indicated value is:
Correct Answer
D) $405,000 — $400,000 × 1.05 = $420,000, then − $15,000
Why this is correct: The standard sequence applies percentage adjustments (like market conditions) to the sale price first, then applies dollar adjustments. Here: $400,000 × 1.05 = $420,000; then $420,000 - $15,000 = $405,000. Why the other choices are wrong: Netting the two adjustments ($400,000 + $20,000 - $15,000) gives $405,000 but ignores the required sequence. Applying the dollar adjustment first yields $404,250, which is incorrect. Stopping after the time step ignores the garage adjustment. Exam tip: Always apply percentage adjustments before dollar adjustments in the adjustment sequence.
Why This Is the Correct Answer
Why this is correct: The standard sequence applies percentage adjustments (like market conditions) to the sale price first, then applies dollar adjustments. Here: $400,000 × 1.05 = $420,000; then $420,000 - $15,000 = $405,000. Why the other choices are wrong: Netting the two adjustments ($400,000 + $20,000 - $15,000) gives $405,000 but ignores the required sequence. Applying the dollar adjustment first yields $404,250, which is incorrect. Stopping after the time step ignores the garage adjustment. Exam tip: Always apply percentage adjustments before dollar adjustments in the adjustment sequence.
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An appraiser analyzes three paired sales to isolate the effect of a fireplace. In Pair 1, the property with a fireplace sold for $12,000 more; in Pair 2, $10,500 more; and in Pair 3, $13,500 more. All pairs are highly similar and recent. The appraiser selects $12,000 as the final adjustment. Which principle best supports this selection?
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Percentage adjustments applied in sequence differ from adding the percentages together because:
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An appraiser analyzes three paired sales to estimate an adjustment for proximity to a high-voltage transmission line. The pairs show consistent value differences: Pair 1 (1,200 ft vs. 400 ft) → $18,000 difference; Pair 2 (1,500 ft vs. 600 ft) → $21,600 difference; Pair 3 (1,800 ft vs. 300 ft) → $27,000 difference. Assuming a linear relationship between distance and value impact, what is the indicated adjustment per 100 feet of reduced distance to the line?
