The 200-word examination instruction list
GMAT instructions ask you to solve a problem, test an argument or judge what the available information establishes. In Data Sufficiency, your job is to decide whether the facts settle the question. In Table Analysis, the task can depend on which rows, units and definitions you use.
The bank includes question instructions, answer-format phrases and vocabulary for reading the task. Check the official directions for the exact question and examination sitting.
Exam requirements · Worked examples · Fencing Method
Data Insights and answer directions
| No. | Instruction or term | What it asks you to do |
|---|---|---|
| 1 | Data Sufficiency | Decide whether each statement alone or both together establishes the answer to the question. |
| 2 | Statement (1) alone | Test the first statement with the original stem and set the second statement aside. |
| 3 | Statement (2) alone | Test the second statement with the original stem and set the first statement aside. |
| 4 | Both statements together | Combine the information only after testing each statement separately. |
| 5 | Each statement alone | Select the outcome showing that either statement independently settles the question. |
| 6 | Neither is sufficient | Check whether more than one answer is still possible after combining both statements. |
| 7 | Unique value | Check whether all permitted cases give the same number. |
| 8 | Definite yes or no | For a yes-or-no question, check whether the answer stays the same across all allowed cases. |
| 9 | Sufficient information | Decide whether the supplied facts settle the exact question being asked. |
| 10 | Necessary information | Identify a fact or condition needed to settle the question, even if it is insufficient by itself. |
| 11 | Multi-Source Reasoning | Use the relevant tabs or sources together and check how each contributes. |
| 12 | Table Analysis | Read the table headings and sort or compare entries as the question requires. |
| 13 | Graphics Interpretation | Read the graph and use its scales, categories and labels to complete the requested answers. |
| 14 | Two-Part Analysis | Provide the requested selection for each part of the item. |
| 15 | Problem Solving | Work out the quantity or relationship and select the matching answer. |
| 16 | Critical Reasoning | Identify the argument’s conclusion, premises and the specific task requested. |
| 17 | Reading Comprehension | Use the passage to answer about its meaning, organisation or implications. |
| 18 | Data Insights | Read numerical, graphical or verbal information and use it to make the required decision. |
| 19 | Quantitative Reasoning | Apply mathematical reasoning to the problem and its answer choices. |
| 20 | Verbal Reasoning | Use the supplied text or argument to answer the precise question. |
| 21 | Sort by | Arrange the rows using the specified column or attribute. |
GMAT sections, data and review controls
| No. | Instruction or term | What it asks you to do |
|---|---|---|
| 22 | Filter a group | Limit the comparison to the rows that satisfy the stated condition. |
| 23 | Cross-check sources | Compare dates, definitions and units before combining values from different places. |
| 24 | Use the appropriate tab | Find the specific source needed for the question before selecting an answer. |
| 25 | Fill both selections | Make the response in each place required by the interface. |
| 26 | Shared constraint | Apply the same condition to both parts of a paired task. |
| 27 | Percent of total | Divide the relevant amount by the specified whole, then convert to a percent. |
| 28 | Per unit | Divide the quantity by the relevant number of units. |
| 29 | Weighted average | Account for the different sizes or weights of the groups being combined. |
| 30 | Baseline | Identify the starting value against which the change is measured. |
| 31 | Absolute change | Subtract the original value from the later value in the original unit. |
| 32 | Relative change | Measure the change against the original value. |
| 33 | Decision rule | Apply the stated criteria in the order or combination required. |
| 34 | Assumption required | Find an unstated idea the argument needs for its conclusion. |
| 35 | Evaluate the argument | Identify information that would help judge whether the conclusion follows. |
| 36 | Plan of action | Treat a proposed step as a means to an identified goal and test the connection. |
| 37 | Resolve the discrepancy | Choose a fact that allows two seemingly conflicting observations to coexist. |
| 38 | Boldface role | Identify the job of each marked statement in the argument. |
| 39 | Bookmark | Flag a question you may want to revisit within the current section. |
| 40 | Question Review & Edit | Use the section review screen as permitted after reaching it. |
| 41 | Change up to three answers | Count the permitted answer edits separately from the questions you may review. |
| 42 | Section order | Choose the available order for completing the three sections as the test interface directs. |
| 43 | On-screen calculator | Use the supplied calculator where the section permits it. |
| 44 | Profit margin | Divide the stated profit by the relevant revenue when that is the margin being requested. |
| 45 | Break-even point | Find where the stated total cost equals total revenue. |
| 46 | Fixed cost | Use the cost that remains constant over the given range of output. |
| 47 | Variable cost | Use the cost that changes with the level of output. |
| 48 | Cumulative total | Add the specified values up to and including the stated point. |
| 49 | Rate per period | Express the change or amount per common unit of time. |
| 50 | Comparable periods | Check that the values cover the same length and type of period. |
| 51 | Volume effect | Check whether a total changed because the number of transactions changed. |
| 52 | Numeric versus categorical | Use the operation appropriate to a measured quantity or a group label. |
| 53 | Rounding tolerance | Keep enough precision to distinguish close choices before rounding. |
| 54 | Percent of a percent | Convert to proportions and multiply when the second percent is applied to the first. |
| 55 | Net amount | Apply the increases and deductions specified before comparing the final value. |
| 56 | Unweighted mean | Average the listed values equally when the question calls for equal weighting. |
| 57 | Combined rate | Divide the sum of the outcomes by the combined exposure, time or relevant total. |
Quantitative and verbal reasoning in context
| No. | Instruction or term | What it asks you to do |
|---|---|---|
| 58 | Best illustrates | Choose the example or quotation that most directly shows the idea. |
| 59 | One possible value | Supply a single value that satisfies the given conditions. |
| 60 | Equivalent expression | Choose an expression with the same value throughout the allowed domain. |
| 61 | Expression | Work with the requested combination of numbers, variables and operations. |
| 62 | Equation | Use or form a statement that two expressions have equal value. |
| 63 | Intercept | Read the point where the graph crosses the specified axis. |
| 64 | Slope | Find vertical change divided by horizontal change. |
| 65 | Slope-intercept form | Read the rate and starting value from an equation in the form y = mx + b. |
| 66 | Unit rate | Calculate the amount corresponding to one unit of the other quantity. |
| 67 | Percent increase | Divide the increase by the starting value and convert to a percent. |
| 68 | Percentage point | Find the simple difference between two percentage values. |
| 69 | Initial value | Find the starting quantity, often the output at input zero. |
| 70 | Probability | Find the likelihood of the event under the given conditions. |
| 71 | Random sample | Check how cases are selected before drawing conclusions about a population. |
| 72 | Margin of error | Interpret the stated sampling uncertainty around an estimate. |
| 73 | Residual | Subtract the predicted value from the observed value. |
| 74 | Textual evidence | Choose a detail from the source that supports the precise claim. |
| 75 | Logical relationship | Identify whether adjacent ideas add, contrast, explain or exemplify. |
| 76 | Sample size | Check how many observations or individuals contribute to the result. |
| 77 | Most logically completes | Choose the ending that follows from the text or notes. |
| 78 | Most precisely | Choose the wording whose meaning fits the context most closely. |
| 79 | Main purpose | Identify what the text as a whole is trying to accomplish. |
| 80 | Best describes | Choose the description that most accurately fits the stated target. |
| 81 | Most directly supports | Pick the evidence with the clearest connection to the named claim. |
| 82 | If true | Assume the answer choice is true while judging its effect on the claim. |
| 83 | Function of a sentence | Identify how the sentence develops, limits or supports the passage’s argument. |
| 84 | Overall structure | Track how the text’s main parts are organised. |
| 85 | Author’s claim | Find what the named author argues or asserts. |
| 86 | Point of agreement | Find what both sources would endorse based on the evidence. |
| 87 | Introduce | Choose wording that supplies the context needed for the stated audience. |
| 88 | Generalise | State a broader point only to the extent that the examples support it. |
| 89 | Transitions | Identify the relationship between ideas before choosing a connecting expression. |
| 90 | Continuation | Choose a link that adds a point in the same direction. |
| 91 | Concession | Acknowledge a point before shifting to the principal claim. |
| 92 | Cause and effect | Choose a link that shows one event producing or explaining the other. |
| 93 | Quantifier | Watch for words such as all, some or none that alter a claim’s scope. |
| 94 | Scope | Check the population, time frame or range covered by the claim. |
| 95 | Strengthen | Identify information that makes the conclusion better supported. |
| 96 | Identify the relevant source | Find which text, chart or table supplies the information needed for the item. |
| 97 | Show that | Start from the information given and work to the stated result. |
| 98 | Calculate the percentage change | Divide the change by the starting value and multiply by 100. |
| 99 | Test an answer choice | Use the stated constraints to see whether an option can satisfy the problem. |
| 100 | To scale | Use the stated relationship between drawing distances and actual distances. |
| 101 | Not to scale | Use the stated measurements and relationships when calculating. |
| 102 | Exact value | Leave the answer in a form that preserves its full value. |
| 103 | Significant figures | Count from the first non-zero digit when rounding. |
| 104 | Nearest whole number | Round to the closest integer. |
| 105 | Factorise | Write the expression as a product of factors. |
| 106 | Rearrange | Change the equation to make the required quantity the subject. |
| 107 | Solve | Find the values that satisfy the equation or inequality. |
| 108 | Axis | Use the correct horizontal or vertical reference line. |
| 109 | Independent variable | Identify what the investigator changes deliberately. |
| 110 | Dependent variable | Identify the measured outcome of the investigation. |
| 111 | Control variable | Identify what should be kept constant for a fair comparison. |
| 112 | Result | Record the reading or outcome that the question asks for. |
| 113 | Check a proposed solution | Substitute the value and verify that it meets the original conditions. |
| 114 | Find the exact value | Retain radicals, fractions, logarithms or π in exact form where appropriate. |
| 115 | Compare before rounding | Keep enough precision to avoid treating distinct values as equal. |
| 116 | Group the rows | Use the specified category before calculating totals or rates. |
| 117 | Cumulative share | Divide the running total by the relevant overall total. |
| 118 | Feasible range | Keep values within the limits imposed by all constraints. |
| 119 | Initial condition | Use the value specified at the starting point to determine the model or its constant. |
| 120 | Set up an equation | Translate the given conditions into a mathematical relationship. |
| 121 | Solve for the unknown | Isolate the quantity the stem asks for and verify the result. |
| 122 | Resulting balance | Calculate the value after all stated additions and deductions. |
| 123 | Reconcile figures | Check whether different definitions, time periods or groups explain the apparent mismatch. |
| 124 | Represent the quantities | Write a relationship for the quantities using the information given. |
| 125 | Random variable | Identify the numerical outcome defined by the problem. |
| 126 | Probability distribution | Use or construct the probabilities associated with the possible outcomes. |
| 127 | Expected value | Find the probability-weighted mean under the stated model. |
| 128 | Interpret the result in context | Name the relevant population, quantity or effect when explaining your conclusion. |
| 129 | Read the graph’s units | Check the unit and interval before estimating a value. |
| 130 | Further evidence | Identify a new observation that would help resolve the specific uncertainty. |
| 131 | Compare and contrast | Address similarities and differences for the named items. |
| 132 | Show | Make the necessary working or reasoning visible. |
| 133 | Deduce | Use the information given to reach a logically supported result. |
| 134 | Variable | Identify a quantity or feature that can change. |
| 135 | Controlled variable | Identify a factor kept constant to help isolate the tested relationship. |
| 136 | Raw data | Use the measurements as originally collected. |
| 137 | Processed data | Use values calculated, combined or transformed from the original readings. |
| 138 | Percentage uncertainty | Express the uncertainty relative to the measured value as a percentage. |
| 139 | Anomalous result | Recognise a result inconsistent with the main pattern or expected relationship. |
| 140 | Limitations | Identify specific boundaries on the conclusions that the method can support. |
| 141 | Correlation | Describe how variables vary together within the data. |
| 142 | Confounding factor | Identify a factor that could contribute to the apparent relationship. |
Core instructions and evidence
| No. | Instruction or term | What it asks you to do |
|---|---|---|
| 143 | Recognise | Find a familiar feature in a new example. |
| 144 | Identify | Name or pick out the item the question specifies. |
| 145 | Select | Choose only the number of options requested. |
| 146 | Choose | Commit to the option that fits the stated criteria. |
| 147 | Match | Pair each item with the option that corresponds to it. |
| 148 | Complete | Fill in what is missing while keeping the supplied structure. |
| 149 | Label | Attach the correct name to the indicated part. |
| 150 | Locate | Find the specified detail, point or region. |
| 151 | Indicate | Make the chosen feature or answer clear. |
| 152 | Record | Write the result in the space and form provided. |
| 153 | Answer | Respond directly to the question being asked. |
| 154 | Give | Supply the requested fact, example or result. |
| 155 | State | Express the required point directly and clearly. |
| 156 | Name | Supply the correct term, person or item. |
| 157 | List | Set out the requested items separately. |
| 158 | Define | Give the precise meaning used in the subject or question. |
| 159 | Describe | Report the relevant characteristics, events or pattern. |
| 160 | Outline | Give the main steps or points in brief. |
| 161 | Summarise | Select the central points and leave out minor details. |
| 162 | Explain | Connect the result to its cause, mechanism or reasoning. |
| 163 | Compare | Set the items side by side on the same relevant feature. |
| 164 | Contrast | Show how the items differ on a shared point of comparison. |
| 165 | Analyse | Break down the evidence and explain how its parts relate. |
| 166 | Interpret | Say what a statement, result or display means in context. |
| 167 | Infer | Use clues to reach a conclusion the material implies. |
| 168 | Predict | Use available evidence to say what is likely to happen. |
| 169 | Suggest | Offer a plausible answer suited to the information given. |
| 170 | Justify | Give evidence or reasoning that supports your answer. |
| 171 | Evaluate | Weigh relevant evidence or criteria before reaching a judgment. |
| 172 | Assess | Judge the extent, value or strength of something using evidence. |
| 173 | Discuss | Develop a structured response that considers the relevant issues. |
| 174 | Distinguish | Give the feature that lets the reader tell two things apart. |
| 175 | Support | Supply evidence that helps establish the claim. |
| 176 | Illustrate | Make an idea clear with a relevant example or diagram. |
| 177 | Demonstrate | Show how a fact, process or result can be established. |
| 178 | Determine | Work from the given information to establish an answer. |
| 179 | Calculate | Use numbers or other given information to work out a result. |
| 180 | Estimate | Find an approximate answer using the available clues. |
| 181 | Check | Test the answer against the original instruction or condition. |
| 182 | Correct | Repair the specific error while preserving the intended meaning or result. |
| 183 | Revise | Change a response so it better meets the task. |
| 184 | Arrange | Put items into the order or grouping requested. |
| 185 | Sequence | Put stages into a meaningful order. |
| 186 | Classify | Assign each item to a category using the stated rule. |
| 187 | Group | Put items with a shared feature together. |
| 188 | Order | Sort items by the criterion given in the prompt. |
| 189 | Insert | Place the requested word, symbol or number at the indicated point. |
| 190 | Replace | Swap the specified part for a suitable alternative. |
| 191 | Omit | Leave out the indicated item or detail. |
| 192 | Include | Make sure the requested part appears in the response. |
| 193 | Exclude | Keep the named item or category outside your answer. |
| 194 | Underline | Draw a line under the exact word or phrase requested where instructed. |
| 195 | Refer to | Use the specified passage, figure or notes when responding. |
| 196 | Based on | Ground the answer in the material named in the question. |
| 197 | According to | Use what the specified source says. |
| 198 | In context | Use the meaning that fits this passage or situation. |
| 199 | Most likely | Choose the conclusion with the strongest support among the options. |
| 200 | Best supported | Prefer the conclusion backed most directly by the evidence. |
Find the section you need
Exam requirements · Worked examples · Fencing Method · Practice and answers · Frequently asked questions · Official sources
What the examination requires
Three sections and one optional break
GMAC lists 21 Quantitative Reasoning questions, 23 Verbal Reasoning questions and 20 Data Insights questions. Each section lasts 45 minutes, for a total testing time of two hours and 15 minutes, with one optional 10-minute break. Use current GMAT materials to practise the available section order and interface.
Verbal and Quantitative Reasoning use distinct question jobs
The Quantitative section uses Problem Solving. Verbal uses Reading Comprehension and Critical Reasoning. When a Verbal item asks you to evaluate an argument, identify what information would help test the conclusion. When Quantitative Reasoning asks for a rate, confirm its numerator and denominator before selecting an answer.
Data Insights mixes formats and sources
GMAC lists Data Sufficiency, Multi-Source Reasoning, Table Analysis, Graphics Interpretation and Two-Part Analysis. Some tasks require more than one selection. Use the official instructions for the current item and match all fields to their labels. GMAC provides an on-screen calculator in Data Insights.
Review within the current section
Bookmark questions as needed. GMAC explains that the section review screen becomes available after you answer the section’s questions if time remains. You can review questions and change up to three answers in that section. Practise leaving enough time to check whether a proposed edit actually repairs an error.
- Find the exact action before deciding on your answer.
- Check which passage, data, lines or choices the action applies to.
- Use the requested form and confirm any limits before moving on.
Worked examples of common examination instructions
These original examples use short passages and tasks so you can see what each instruction adds to the work.
Separate sufficiency from solving
An invented item asks for x given x + y = 10. Statement 1 says x = y. Statement 2 says y = 5. With statement 1 and the original stem, x is 5. With statement 2 and the original stem, x is also 5. Each statement alone is sufficient. Test them separately before considering any combined case.
A consistent no can be sufficient
Suppose the question asks whether x is greater than 6, and the statement says x is an integer from 1 to 4 inclusive. The exact value of x remains unknown, but the answer is always no. The statement settles the yes-or-no question. Check what the stem asks before looking for a unique number.
Keep the right denominator in a table
A practice table records 30 refunds on 600 orders for Shop A and 24 refunds on 300 orders for Shop B. A has more refunds by count. B has the higher refund rate, 8% compared with 5%. If the question asks for a rate, sort or compare the calculated rates rather than the raw counts.
Resolve a discrepancy by changing the comparison
A delivery firm reports shorter trips on each of two routes, yet the average trip across the firm grows longer. An increase in the share of trips on the longer route could explain both facts. Look for a change in the mix that makes the two observations compatible.
Evaluate a proposal using a testable fact
A shop proposes extending its hours to increase net income. A useful evaluation question is whether extra sales during the added hours would cover extra staff and operating costs. The number of customers who say they like the plan is relevant only to the extent it predicts the change in income.
Use the Fencing Method to practise instruction words
Start with one accurate sentence, then add a specific detail. Add the reason, comparison or condition only when the instruction needs it. Transfer the same action to a new task. For selected-response questions, this is a short practice check to clarify what a good choice must do.
- Shop B had a higher rate.
- Shop B refunded 8% of orders, compared with 5% at Shop A.
- Shop B had a higher refund rate even though it issued fewer refunds by count.
- Use a new table. Check the denominator and express the difference in percentage points when that is what the question asks.
Read the eduKate Fencing Method for Vocabulary.
Practise and check your answers
Use the same data for two different questions
Use a small table to ask which group has the highest total and which has the highest rate. Show the denominator for each rate and check how the ranking changes. Add a separate Data Sufficiency item asking whether the table gives enough information to identify one of the rates.
Review edits by naming the error
Use the official review interface in practice. Before changing an answer, name the error you are fixing, such as the wrong period, an ignored condition or a conclusion that goes further than the argument. This makes review time easier to allocate.
Practice 1. A statement fixes y at 7, but the item asks for x and supplies no connection between them. Is the statement sufficient?
No. Different values of x remain possible.
Practice 2. A source gives costs per month and another gives revenue per year. What should you check before comparing?
Convert to a common time period and check that both figures refer to the same operation or group.
Practice 3. What is the difference between the count and rate of cancellations?
The count is the number cancelled. The rate relates that number to the relevant total or time period.
Practice 4. An option gives a new fact about a different product. When would it help evaluate the argument?
Only if there is a relevant connection to the product or conclusion the argument discusses.
Frequently asked questions
Where does Data Sufficiency appear?
GMAC lists it under Data Insights in the current exam.
Can I use the Data Insights calculator in Quantitative Reasoning?
Use the calculator only where the current section permits it. GMAC provides it in Data Insights.
Is a bookmark the same as an answer change?
A bookmark flags a question. An answer change counts towards the permitted edits when you use the review screen.
Official sources and next reading
- GMAC exam structure and Question Review & Edit
- GMAC exam content and question types
- GMAC Data Insights guidance
Related guide in this series · GRE General Test instructions
Read eduKateSG’s 200-word vocabulary guide for more ways to group and practise vocabulary.
