EstatePass
StatisticsMEDIUM4.5% of exam

An appraiser stratifies a data set before analyzing it. What does this mean?

Correct Answer

A) Dividing the data into meaningfully similar groups

Stratification divides observations into defined, meaningfully relevant groups for separate analysis or sampling. It can help distinguish market segments, but the grouping criteria and within-group evidence need validation. It is not deleting all unusual cases, sorting by price or merely giving recent sales more weight. Recency weighting and a supported price adjustment for market movement are distinct operations.

Answer Options
A
Dividing the data into meaningfully similar groups
B
Removing the observations that look unusual
C
Ordering the sales from lowest to highest price
D
Weighting recent sales more heavily than older

Why This Is the Correct Answer

Option A is correct because stratification divides observations into defined, meaningfully similar groups so each can be analyzed separately. This helps distinguish market segments, although the grouping criteria and within-group evidence still need validation.

Why the Other Options Are Wrong

Option B: Removing the observations that look unusual

Option B describes removing observations that look unusual, which is outlier screening or trimming, not stratification. Stratifying keeps the observations and sorts them into groups.

Option C: Ordering the sales from lowest to highest price

Option C describes ordering sales from lowest to highest price, which is arraying the data. Sorting does not divide the data into analytical subsets.

Option D: Weighting recent sales more heavily than older

Option D describes weighting recent sales more heavily, which is recency weighting. Stratification is about grouping, not weighting.

Strata are layers

Like rock strata, stratifying separates data into distinct layers, each studied on its own.

How to use: Use this image to recognize stratification as grouping rather than removing or sorting.

Exam Tip

If an answer describes splitting data into groups by a criterion, it describes stratification.

Common Mistakes to Avoid

  • -Equating stratification with deleting outliers
  • -Confusing stratification with sorting by price
  • -Thinking stratification means weighting recent sales

Concept Deep Dive

Analysis

This question tests the meaning of stratification. To stratify is to divide a sample of observations into two or more subsets according to some criterion for separate analysis. The candidate must distinguish this from removing outliers, sorting by price or weighting by recency.

Background Knowledge

Stratification splits data into subsets by a criterion such as location, property type, age or size so that each group can be studied on its own. It helps reveal whether different market segments behave differently. Grouping criteria should be meaningful for the analysis and checked against the evidence.

Real-World Application

An appraiser analyzing a mixed area separates sales into detached homes and townhouses before computing price trends. The two groups show different appreciation rates that would have been blurred in a combined analysis.

stratificationmarket segmentsdata analysissubsets
Was this explanation helpful?

More Statistics Questions

Sale prices are $270,000, $290,000, $300,000, $310,000, $330,000. Treat the listed observations as the complete population and divide by n when computing the standard deviation. Report to the nearest dollar.

A sales sampling frame systematically excludes a relevant part of the target market. What is the principal risk?

An appraiser estimates a market-wide price trend using only sales data from one brokerage that specializes in luxury homes, without checking how other segments are represented. What is the principal concern?

Compared with analyzing one matched sale pair for one feature, what can a suitably specified multiple regression do?

The base-period median sale price is $400,000 and the current-period median is $460,000. Compute the price relative defined as current ÷ base, as a decimal to three places.

The assessment-to-sale ratios are 0.8, 0.85, 0.9, 0.92, 0.95, 0.98, 1.02, 1.05, 1.08, 1.1, 1.15, 1.2. Calculate COD as [average absolute deviation from the median ÷ median]×100. For even n, average the two middle ratios. Report the COD as a percentage to two decimals.

Assessment-to-sale ratios are 0.94, 0.96, 0.98, 1, 1.01. Compute the arithmetic mean. Report as a decimal ratio to three places.

Market data show a first quartile sale price of $405,000 and a third quartile sale price of $495,000. What is the interquartile range, to the nearest dollar?

Assessment-to-sale ratios are 0.96, 0.98, 0.99, 1.01. Compute the arithmetic mean. Report as a decimal ratio to three places.

Given first quartile $400,000, median $440,000 and third quartile $500,000, compute the trimean (Q1+2×median+Q3)/4. Report to the nearest dollar.

People Also Study

Practice More Appraiser Questions

Access all practice questions with progress tracking and adaptive difficulty to pass your Appraiser exam.

Start Practicing