A question type in Quantitative Reasoning

UCAT Data Tables: how to solve them

UCAT 2027·6 min read·Source: UCAT ANZ test format
Direct answerUCAT 2027

A data table question gives you a grid of numbers, row labels down the side and column headers across the top, and asks you to pull out values and combine them. It’s a Quantitative Reasoning question type, answered as single-best-answer with an on-screen calculator, and tables are the single most common QR stimulus. The skill it tests is reading the data accurately under time pressure, then applying a simple operation (a percentage, a ratio, an average) to the right cells.

Reviewed by the MedPath UCAT team · June 2026
The basics

What is a data table question?

You get a short framing sentence, then a table of numbers, then a set of questions that read from it. Each question is single-best-answer with five options, you have a basic on-screen calculator, and you’re working to roughly 43 seconds per question across the section.

The arithmetic in QR rarely goes beyond percentages, ratios and rates, all of it Year 10 maths, so the table almost never beats you on the calculation. It beats you on the read. And every table, whatever its shape, is built from the same handful of parts: get fluent at reading each one and most of the traps further down this page stop happening.

Tab through the parts of a table. Each one highlights where it lives, and what to check before you trust a number.

Anatomy of a table
FramingA weekend food market records the takings, in pounds, at each of its two stalls over four weeks. The bakery stall did not open in Week 1.
StallWeek 1 (£)Week 2 (£)Week 3 (£)Week 4 (£)
Bakery360405378
Coffee250245294315
The framing line

One sentence above the table tells you what it measures and in what unit. Read it first: it sets the scope (two stalls, four weeks), the unit (pounds), and flags anything unusual, like the bakery not opening in Week 1.

Tables come in a few shapes (a simple grid, a two-way frequency table, a tiered-rate table, a set of summary statistics), and the shape changes what you compute. But it never changes the discipline: find the exact cell the question names, then apply one operation to it. The worked example below uses the same table.

Example

A worked example

Same table, one sub-question. Every wrong option is a number you can reach from the table by one specific slip, so pin the exact row and column, divide by the original, and the lookalikes fall away.

Try it yourself
Quantitative Reasoning · Data Tables
FramingA weekend food market records the takings, in pounds, at each of its two stalls over four weeks. The bakery stall did not open in Week 1.
StallWeek 1 (£)Week 2 (£)Week 3 (£)Week 4 (£)
Bakery360405378
Coffee250245294315

By what percentage did the Bakery stall’s takings change from Week 2 to Week 3?

The traps

Common mistakes

The wrong answers on a table set are almost never bad arithmetic: they’re a number you can see, reached by one wrong move. And most of these slips aren’t specific to tables. The same wrong-base or mean-vs-median error bites on bar charts and pie charts too, because the trap lives in the operation, not the picture. So these guides are shared across Quantitative Reasoning; each links to a short worked example.

Dividing by the wrong baseIn the example
The single most common QR error. A percentage change divides by the original value, not the new one; a percentage of a whole divides by the whole, not the part. This is the trap the worked example is built around (option A).
Reading the wrong cellIn the example
Grabbing the row above or below, the column left or right, or a raw number that happens to be an option. Options C, D and E above are this trap in three costumes.
Treating a blank or dash as zero
A “—” cell usually means not applicable, not zero, like the bakery’s closed Week 1. Multiplying by 0 where you should skip the row quietly wrecks the total.
Answering the mean when it asked for the median
Or the reverse. “Average” is ambiguous, so the stem says which, and the other statistic is almost always sitting there as a distractor.
Applying a tiered rate to the whole amount
In a banded table (tax, postage, compensation), charge the lower band in full, then apply the next band’s rate only to the part that falls inside it. Never the top rate on everything.
Confusing percentage points with a percentage change
A margin moving from 15% to 18% is 3 percentage points, and a 20% increase. The two are different numbers and both will be on offer.
Adding percentages instead of compounding them
A 10% rise then another 10% rise is +21%, not +20%. Successive changes multiply, they don’t add.
Ignoring a condition added in the stem
When the question says “if a third stall opens” or “if every figure rises 10%”, the answer to the bare table is waiting to be picked by anyone who skipped the condition.
Reading a subgroup as the whole
A total for one stall read as the total for both, a sub-total reported instead of the sum, or a trailing “Total” row counted as another data row.

Shared across all five QR types. Trap guides are being published; links open as each goes live.

How to approach it

A reliable method

1
Read the framing line, the headers and the units before any number.
Note what each column measures and in what unit (pounds, percent, thousands). Half the traps are unit and scale slips that a five-second header read removes.
2
Find the exact cell the question names.
Pin the row and the column it asks for, by label, before you reach for the calculator. Most wrong answers are a real number from the wrong place.
3
Identify the operation and its base.
Name the move (a percentage change, a percentage of a total, a mean, a ratio) and name what you’re dividing by. For a change, the base is the original value; for a share, the base is the whole. Getting the base right is most of the battle.
4
Apply any condition, then compute, and round last.
If the stem adds a rule or a new case, fold it in before calculating. Carry full precision through the working and round only the final answer, so an intermediate rounding doesn’t hand you a distractor.
How to practise

Practising data tables

Data tables reward one repeatable habit: read the headers, pin the exact cell, then divide by the right base. The fastest progress comes from doing enough of them that the wrong-cell and wrong-base slips feel wrong on sight, before a tidy-looking number can talk you into it.

MedPath drills data tables trap by trap, with the working revealed step by step for each, and steers your practice toward the ones you keep getting wrong.

Practise adaptively

Practise data tables adaptively.

MedPath drills data tables trap by trap, with the working revealed step by step, and steers practice toward the cell-and-base slips you keep falling for.

Quantitative Reasoning · question type 1 of 5
Previous trapStart of subtest
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FAQ

Common questions

Do I get a calculator?+

Yes. Quantitative Reasoning and Decision Making both give you a simple on-screen calculator; Verbal Reasoning and Situational Judgement do not. The calculator handles the arithmetic, so the work is reading the right values and choosing the right operation.

How are data table questions scored?+

As part of Quantitative Reasoning’s 300–900 scaled score, which contributes to your total cognitive score (900–2700). Each question is single-best-answer, marked right or wrong, with no penalty for a wrong guess, so never leave one blank.

Do I need to memorise formulas?+

No. The maths rarely goes beyond percentages, ratios, rates and simple averages, all of it around Year 10 level. What’s tested is reading the data accurately and fast, not recalling formulas.

What’s the most common mistake?+

Dividing by the wrong base on a percentage, almost always dividing by the new value instead of the original. It’s one careless cell away on every table, which is why a deliberate “change over original, share over whole” habit is worth drilling until it’s automatic.

Part of Quantitative Reasoning in The Complete UCAT Guide. Other Quantitative Reasoning types: Bar Charts · Line Graphs · Pie Charts · Formulae & Figures.
Practise adaptively

Read the headers, pin the cell, divide by the right base.

Practise data tables on the full adaptive bank, trap by trap, scored, with a predicted band.

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