Table DI
Data interpretation questions — read the table, then calculate
Data interpretation questions give a table or chart and ask for totals, differences, ratios or percentage changes drawn from it. The marks are lost in reading, not arithmetic: check the units and the row-column orientation first, compute the row and column totals once and reuse them, and approximate whenever the options are far apart.
Data interpretation is the largest single block in a bank prelims quant section — commonly ten to fifteen marks across two or three sets — and it is the most reliably scoreable, because every question is arithmetic you already know applied to numbers printed in front of you. What separates a fast candidate from a slow one is almost never calculation ability. It is whether they read the table once, carefully, or five times, anxiously.
Try it against the clock. Data Interpretation (Table) runs at
40s easy, 50s medium and
65s hard. The clock is stamped and judged on our server, so the
limit you see is the deadline that is actually enforced — and it starts when you tap Start, not while
the question is loading.
Start a timed Data Interpretation (Table) drill →
How to solve data interpretation questions without recomputing
-
Read the header row and the units before any question
Spend fifteen seconds on what the table actually holds: what each row is, what each column is, and whether the figures are absolute numbers, thousands, lakhs or percentages. A set answered in the wrong unit loses every mark in it, and the error is invisible from inside the arithmetic.
-
Compute the totals you will obviously need, once
Most sets ask about row totals or column totals repeatedly. Work them out at the start and write them in the margin. Recomputing the same column three times is the commonest way a five-question set eats four minutes instead of two.
-
Look at the options before you calculate
If the options are 22%, 31%, 44% and 58%, an estimate to the nearest ten settles it and exact arithmetic is wasted effort. Only compute precisely when two options sit close together. This one habit is worth more time than any multiplication shortcut.
-
Convert percentage questions into fractions
A rise from 240 to 300 is a factor of 300/240 = 5/4, so a 25% increase, with no long division anywhere. Fractions beat decimals on almost every DI percentage question, and the common ones are worth memorising.
-
Skip the one question built to be slow
Most sets contain one question needing every cell in the table. Leave it, answer the other four, and return only if time remains. Attempting it in order is how candidates run out of clock with easy marks still unread.
Fractions that turn DI percentage questions into one step
| Percentage | Use this fraction |
| A rise to 5/4 of the value | 25% increase |
| A rise to 4/3 of the value | 33.33% increase |
| A fall to 3/4 of the value | 25% decrease |
| A fall to 2/3 of the value | 33.33% decrease |
| A rise to 6/5 of the value | 20% increase |
| A rise to 3/2 of the value | 50% increase |
3 real data interpretation questions, with worked solutions
Generated by the same engine that mints the ComputePrep daily. Each answer is computed
from the numbers printed in the question, and the walkthrough below each one is the engine's own working
— not a solution written afterwards. Reload this page's live drill and you get different numbers.
Question 1
Depot allocation across four routes: (figures in counts)
Route Buses Trips
R-1 750 200
R-2 800 450
R-3 150 250
R-4 500 350
What is the total Buses across all 4 routes?
- 2200
- 750
- 1250
- 3450
- 550
Show the worked solution
- Add down the Buses column: 750 + 800 + 150 + 500.
- Total = 2200 — read down the asked column, not across a row.
- Answer: 2200.
Question 2
Orders received by a retailer, by channel: (figures in orders)
Month Online In-store
Jan 450 50
Feb 150 400
Mar 200 350
Apr 600 350
What is the total Online across all 4 months?
- 1150
- 2550
- 1415
- 1400
- 1414
Show the worked solution
- Add down the Online column: 450 + 150 + 200 + 600.
- Total = 1400 — read down the asked column, not across a row.
- Answer: 1400.
Question 3
One candidate's mock-test record, by section: (figures in questions)
Subject Attempted Correct
Quant 200 350
Reasoning 800 300
English 800 200
GA 550 200
By how much does Attempted differ between English and GA?
- 800
- 250
- 1350
- 0
- 242
Show the worked solution
- English Attempted = 800, GA Attempted = 550.
- Difference = 250 — subtract within one column.
- Answer: 250.
Common mistakes this drill is built from
The wrong options are not random numbers. Each one is the result of a specific careless error for this
topic, so picking one tells you which habit is costing you marks.
Missing the unit in the header
Tables stating figures in thousands or lakhs are standard, and the wrong options are built for a candidate who read the raw number. Read the unit line before the first question and note it in the margin.
Computing precisely when the options are far apart
Exact arithmetic on a question that an estimate would settle costs thirty seconds and gains nothing. Glance at the option spread first and let it decide how much precision the question actually needs.
Confusing percentage change with percentage point change
A share moving from 20% to 25% is a five percentage-point rise and a 25% increase. DI sets ask for both, and the option list reliably contains whichever one you did not compute.
FAQ
How many marks does data interpretation carry in bank exams?
Usually ten to fifteen marks in a bank prelims quant section, spread over two or three sets of five questions. That makes it the largest single block in the section and the one where preparation pays back fastest, because the underlying arithmetic is ordinary — the skill is reading and organising the table.
Should I calculate exactly or approximate in DI?
Let the options decide. When they are widely spaced, an estimate to the nearest ten settles the question in seconds. Compute exactly only when two options are close. Candidates who calculate everything precisely finish the set correctly and too late to matter.
What is the fastest way to handle percentage change questions in DI?
Turn the ratio into a fraction rather than dividing. Going from 240 to 300 is 5/4, which is a 25% rise, and no long division is involved. Learning the eight or ten fractions that recur removes most of the arithmetic from a DI set.
Is table DI easier than caselet or graph DI?
Generally yes, because a table states its numbers directly while a caselet buries them in prose and a graph requires reading values off an axis. Table DI is also the commonest form in prelims, which is why it is the right place to build the habit first.
Practise the next topic
Start a timed Data Interpretation (Table) drill →
ComputePrep is free, needs no account, and is not affiliated with IBPS, SBI, SSC, RRB or
any exam authority.