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Graphics Interpretation: Read the encoding before the pattern

GMAT Graphics Interpretation questions test whether you can decode what a visual represents before you calculate or infer from it.

A chart can look obvious while hiding a changed scale, a different denominator, a cumulative measure, or two series that use separate axes.

Use the encoding audit

Before reading the trend, identify:

  1. Axes: What does each axis measure?
  2. Units: Dollars, thousands of dollars, percentage, index, count, or rate?
  3. Scale: Does the axis start at zero? Is it linear?
  4. Legend: Which series is which?
  5. Aggregation: Per month, cumulative, average, total, or share?
  6. Population and period: Which observations are included?

Only then describe the pattern.

Original example

Series A rises from an index value of 100 to 120. Series B rises from 200 units to 225 units.

“Which rose more?” is incomplete until the question specifies absolute or relative change.

What a graph cannot prove

A scatter plot can show association. It cannot by itself establish that one variable caused the other.

A line rising after a policy change is not enough to attribute the rise to the policy. Seasonality, another intervention, or a pre-existing trend may explain it.

The valid conclusion should match what the visual encodes.

Problem Solving Very Hard · Fractions

A student typed a report in two sessions. In the first session her typing rate was p pages per q minutes, and in the second session it was r pages per s minutes, where p, q, r, and s are positive. If p/q < r/s, which of the following must be between her two session rates? I. Her overall rate for the two sessions combined, (p+r)/(q+s) II. The product of the two rates, pr/(qs) III. The increase from the first rate to the second, r/s - p/q

Answer: B

The overall rate (p+r)/(q+s) is the mediant of the two rates. Because p/q < r/s, we have ps < qr. Cross-multiplication confirms p/q < (p+r)/(q+s) and (p+r)/(q+s) < r/s, so I must be between the two rates. The product pr/(qs) need not be between; for p/q = 1/4 and r/s = 1/2, the product is 1/8, below both rates. The difference r/s - p/q need not be between; for p/q = 2/5 and r/s = 3/5, the difference is 1/5, below the lower rate 2/5. Therefore only I must be between.

Original GMAT-style question written for Premiergrad and checked by an independent blind solve. Not an official GMAT question.

What Lumen looks for

Lumen reads the answer you chose, not just whether it was wrong. On a question like this it separates three things that all look identical in a score: a concept you have not met, a reasoning step that went sideways, and a correct method pointed at the wrong target. Those need three different next weeks, and only the third one is fixed by re-reading the topic.

A single answer is weak evidence and Lumen says so. It becomes a diagnosis when the same shape shows up across several questions — which is the part a page like this cannot do for you.

Common failure patterns

What mastery looks like

You can translate every axis and series into a sentence, estimate the direction and approximate magnitude, choose the correct comparison, and state what the chart does not establish.

Practice next with GMAT Graphics Interpretation Questions. Premiergrad separates a chart-reading error from a percentage error so the follow-up practice matches the actual miss.

Practice Graphics Interpretation →

Related

Knowing it and recognising it are different

Most people who miss questions on this concept can explain it perfectly. What separates them is spotting it when the question does not name it. The diagnostic tells you which of the two you are.

Practise this concept Everything on this page stays free and open — no account needed to read it or to attempt the questions above.

Last reviewed 2026-09-17