The 200-word examination instruction list
AP Statistics instructions tell you whether to describe data, explain how they were collected or draw a conclusion from an inference procedure. Name the population, parameter or group when it matters. A correct computation still needs an interpretation when the prompt asks what the result means.
This study bank includes prompt words, response formats and terms that help you interpret the task. Check the official directions for the particular question and exam year.
Exam requirements · Worked examples · Fencing Method
Statistical design, inference and exam directions
| No. | Instruction or term | What it asks you to do |
|---|---|---|
| 1 | Investigative question | Ask a focused question that can be answered with data. |
| 2 | Identify the population | Name the full group to which the study is intended to refer. |
| 3 | Identify the parameter | Name the numerical characteristic of the population in context. |
| 4 | Identify the statistic | Name the numerical summary computed from the sample. |
| 5 | Sample versus census | Check whether data come from part of the population or every member. |
| 6 | Random sampling | Use the sampling method to decide which population the result can represent. |
| 7 | Random assignment | Use the assignment procedure to assess whether treatment groups support a causal conclusion. |
| 8 | Observational study | Check what researchers observed and which causal conclusions the design cannot establish by itself. |
| 9 | Completely randomized design | Explain how the experimental units are randomly assigned to the treatments. |
| 10 | Blocking | Group similar units before randomly assigning treatments within each block. |
| 11 | Matched pairs | Compare matched units or the same unit under two conditions and analyse the differences. |
| 12 | Stratified sample | Sample from each stratum according to the stated design. |
| 13 | Cluster sample | Select groups and use the sampling procedure specified for units within them. |
| 14 | Undercoverage | Identify which members of the population the sampling frame misses. |
| 15 | Nonresponse | Explain how those who do not respond may differ from those who do. |
| 16 | Describe the distribution | Discuss relevant shape, centre, spread and unusual values in context. |
| 17 | Compare distributions | Use the same features for each group and compare them explicitly. |
| 18 | Interpret the slope | Give the predicted change in response per one unit increase in the explanatory variable. |
| 19 | Interpret the intercept | Explain the predicted response at zero if zero makes sense in context. |
| 20 | Residual | Subtract the predicted response from the observed response. |
| 21 | Conditional distribution | Use the named group as the denominator. |
| 22 | Sampling distribution | Describe the behaviour of a statistic across repeated samples under the stated model. |
| 23 | Standard error | Use an estimated standard deviation of the sampling distribution of a statistic. |
| 24 | Check conditions | Name the required conditions for the procedure and connect them to the study. |
| 25 | Select the inference procedure | Match the procedure to the parameter, design and question. |
| 26 | State the hypotheses | Write the null and alternative claims about the population parameter. |
| 27 | Interpret the p-value | Under the null hypothesis, describe the probability of a result at least as extreme in the direction or directions specified. |
| 28 | Decision at the stated level | Compare the p-value with the stated significance level. |
| 29 | Conclusion in context | Translate the inference decision into a statement about the original question. |
| 30 | Confidence interval | Give the plausible range for the population parameter under the stated method and conditions. |
| 31 | Interpret the confidence level | Explain the long-run success rate of the interval procedure in repeated sampling. |
| 32 | Margin of error | Identify the amount added to and subtracted from the point estimate in the stated interval. |
| 33 | Statistical significance | Use the test decision without assuming a large or important effect. |
| 34 | Practical significance | Judge whether the estimated difference matters in the setting. |
| 35 | Type I error | Describe rejecting a true null hypothesis in the situation. |
| 36 | Type II error | Describe failing to reject a false null hypothesis in the situation. |
| 37 | Regression prediction | Use the fitted relationship to estimate the response for a stated input. |
| 38 | Difference in proportions | Keep the groups and subtraction order consistent with the question. |
| 39 | Fully digital | Complete both parts in Bluebook for the May 2027 AP Statistics exam. |
| 40 | Interpret versus compute | Explain what the numerical result means when the question asks for interpretation. |
| 41 | Median and interquartile range | Compare the middle value and the width of the middle half in the named groups. |
| 42 | Resistant measure | Choose a summary that is relatively insensitive to extreme observations. |
| 43 | Skewed right | Identify a distribution with a longer tail toward higher values. |
| 44 | Side-by-side boxplots | Compare corresponding medians, quartiles and spreads on the same scale. |
| 45 | Scatterplot | Describe form, direction, strength and unusual points when relevant. |
| 46 | Least-squares line | Use the fitted line that minimises the sum of squared residuals. |
| 47 | Extrapolation | Recognise when the requested prediction is outside the observed input range. |
| 48 | Coefficient of determination | Explain the proportion of response variability accounted for by the fitted model. |
| 49 | Mutually exclusive events | Check whether the events can occur together. |
| 50 | Independent events | Check whether knowing one event occurred changes the probability of the other. |
| 51 | Conditional probability | Restrict the sample space to cases satisfying the condition. |
| 52 | Binomial model | Check the fixed number of independent trials, two outcomes and constant success probability. |
| 53 | Expected count | Compute the count predicted under the stated model. |
| 54 | Pooled estimate | Use the combined estimate when the procedure assumes a common proportion. |
| 55 | Null value | Identify the parameter value or relationship stated under the null hypothesis. |
| 56 | Alternative direction | Use the direction specified by the research question. |
| 57 | Fail to reject | State that the evidence is insufficient to reject the null under the procedure. |
| 58 | Power | Give the probability of rejecting a false null under a specified alternative. |
| 59 | Paired differences | Subtract observations within each pair in the same order before analysis. |
| 60 | Difference versus association | Distinguish a numerical group contrast from an inference about the relationship. |
Data, probability and comparisons
| No. | Instruction or term | What it asks you to do |
|---|---|---|
| 61 | Data-Based and Statistical Reasoning | Use the relevant figures and statistical meaning before drawing a conclusion. |
| 62 | Model prediction | Find what the proposed explanation would lead you to expect under the stated conditions. |
| 63 | Positive control | Use the comparison expected to show that the procedure can detect an effect. |
| 64 | Negative control | Use the comparison expected to show what happens without the target effect. |
| 65 | Baseline measurement | Use the reading taken before the stated intervention or change. |
| 66 | Experimental readout | Identify what the reported measurement actually indicates. |
| 67 | Experimental manipulation | Identify what investigators deliberately changed. |
| 68 | Selection bias | Check whether the way participants were included affects the comparison. |
| 69 | Alternative hypothesis | Identify a different explanation or prediction the study could test. |
| 70 | Control for | Account for a factor that could otherwise distort the comparison. |
| 71 | Statistically significant | Interpret the result under the test and threshold supplied, alongside the effect and uncertainty. |
| 72 | Identify the reference group | Find the comparison used to isolate the change attributed to the intervention. |
| 73 | Identify the independent variable | Name the factor manipulated or selected as input. |
| 74 | Identify the dependent variable | Name the outcome that was measured. |
| 75 | Sample mean | Use the average of the values in the specified sample. |
| 76 | Control treatment | Use the treatment intended to provide a reference comparison. |
| 77 | Experimental design | Use the stated groups, conditions and measurements to judge the experiment. |
| 78 | Sample size | Check how many observations or individuals contribute to the result. |
| 79 | Controlled variable | Identify a factor kept constant to help isolate the tested relationship. |
| 80 | Raw data | Use the measurements as originally collected. |
| 81 | Processed data | Use values calculated, combined or transformed from the original readings. |
| 82 | Percentage uncertainty | Express the uncertainty relative to the measured value as a percentage. |
| 83 | Validity | Consider whether the evidence or method answers the intended question. |
| 84 | Representative sample | Check whether the selected cases reflect the population of interest. |
| 85 | Model | Use a simplified mathematical or conceptual representation to address the task. |
| 86 | Rate of change | Find the change in one quantity per unit change in another. |
| 87 | Best illustrates | Choose the example or quotation that most directly shows the idea. |
| 88 | Textual evidence | Choose a detail from the source that supports the precise claim. |
| 89 | Compare | Set the items side by side on the same relevant feature. |
| 90 | Illustrate | Make an idea clear with a relevant example or diagram. |
| 91 | Demonstrate | Show how a fact, process or result can be established. |
| 92 | Estimate | Find an approximate answer using the available clues. |
| 93 | Group | Put items with a shared feature together. |
| 94 | Evidence | A fact, detail or observation that supports a claim. |
| 95 | Condition | A requirement that must be satisfied. |
| 96 | Give an exact value | Use a form that preserves the full mathematical value. |
| 97 | Measure | Take the required reading from a diagram or scale when the task permits it. |
| 98 | Check the distribution display | Use the plotted values and labels rather than the visual impression alone. |
| 99 | Estimate from a graph | Use the scale and plotted information to obtain a sensible approximate value. |
| 100 | Compare the distributions | Use corresponding measures of location or spread as the question asks. |
| 101 | Does the data support the statement | Calculate or identify the relevant measures and use them to make a judgment. |
| 102 | Choose an appropriate display | Match the display to the variable type and comparison. |
| 103 | Estimate the mean from grouped data | Use class midpoints and frequencies to estimate the total and divide by the total frequency. |
| 104 | Independence condition | Use the design and procedure to justify treating the relevant observations as independent. |
| 105 | Relative frequency estimate | Use the observed proportion as the estimated probability when the task asks for it. |
| 106 | Combined mean | Use total values and sample sizes to find the mean across the groups. |
| 107 | Percentage within a group | Use only the stated group as the denominator. |
| 108 | Conditional proportion | Divide the count with the outcome by the total in the specified condition. |
| 109 | Most appropriate statistic | Choose a numerical summary that suits the question and distribution. |
| 110 | Use the scale of the display | Check axis intervals and group labels before comparing. |
| 111 | Read the quartiles | Locate the values separating the ordered data into quarters. |
| 112 | Estimate the median | Use the midpoint of the ordered data or the appropriate position on a grouped display. |
| 113 | Calculate a rate | Divide the relevant change or quantity by the appropriate time or other denominator. |
| 114 | Calculate the percentage change | Divide the change by the starting value and multiply by 100. |
| 115 | Exact value | Leave the answer in a form that preserves its full value. |
| 116 | Independent variable | Identify what the investigator changes deliberately. |
| 117 | Dependent variable | Identify the measured outcome of the investigation. |
| 118 | Control variable | Identify what should be kept constant for a fair comparison. |
| 119 | Measurement | Read or calculate a quantity and report the appropriate unit. |
| 120 | Estimate from the graph | Use the plotted trend to obtain a sensible approximate value. |
| 121 | Find the exact value | Retain radicals, fractions, logarithms or π in exact form where appropriate. |
| 122 | Identify the feature of the graph | Use the graph or equation to decide what the named point represents. |
| 123 | Expected value | Find the probability-weighted mean under the stated model. |
| 124 | Compare and contrast | Address similarities and differences for the named items. |
| 125 | Variable | Identify a quantity or feature that can change. |
| 126 | One possible value | Supply a single value that satisfies the given conditions. |
| 127 | Unit rate | Calculate the amount corresponding to one unit of the other quantity. |
| 128 | Percentage point | Find the simple difference between two percentage values. |
| 129 | Initial value | Find the starting quantity, often the output at input zero. |
| 130 | Probability | Find the likelihood of the event under the given conditions. |
| 131 | Random sample | Check how cases are selected before drawing conclusions about a population. |
| 132 | Necessary condition | Identify what must hold whenever the stated outcome holds. |
| 133 | Sufficient condition | Identify what guarantees the stated outcome. |
| 134 | Invalid step | Find the specific transformation or inference that does not follow. |
| 135 | Range of values | Find all possible outputs under the stated restrictions. |
| 136 | Calculate a sample proportion | Divide the number meeting the condition by the relevant sample size. |
| 137 | Expected cell counts | Check that the expected counts meet the condition for the stated chi-square procedure. |
| 138 | Absolute value | Use the distance from zero or separate cases based on the expression’s sign. |
| 139 | Compare two proportions | Use the correct denominators and report the direction of the contrast. |
| 140 | Effect of an outlier | Explain how an extreme value affects the requested statistic or fitted relationship. |
| 141 | Identify a control | Name the comparison condition relevant to the claim being tested. |
| 142 | Construct a graph | Set up the axes, scale and labels, then represent the data in the requested form. |
| 143 | Plot the data | Place the values on the graph in the correct positions. |
| 144 | Inference from the sample | State the conclusion about the named population parameter that the data support. |
| 145 | Evidence from the study | Use the relevant comparison or numerical result from the stated study. |
| 146 | Corroborate | Compare sources to see where one supports another’s account. |
Evidence and answer checks
| No. | Instruction or term | What it asks you to do |
|---|---|---|
| 147 | Recognise | Find a familiar feature in a new example. |
| 148 | Identify | Name or pick out the item the question specifies. |
| 149 | Select | Choose only the number of options requested. |
| 150 | Match | Pair each item with the option that corresponds to it. |
| 151 | Complete | Fill in what is missing while keeping the supplied structure. |
| 152 | Label | Attach the correct name to the indicated part. |
| 153 | Locate | Find the specified detail, point or region. |
| 154 | Indicate | Make the chosen feature or answer clear. |
| 155 | Record | Write the result in the space and form provided. |
| 156 | Answer | Respond directly to the question being asked. |
| 157 | Give | Supply the requested fact, example or result. |
| 158 | State | Express the required point directly and clearly. |
| 159 | Name | Supply the correct term, person or item. |
| 160 | List | Set out the requested items separately. |
| 161 | Define | Give the precise meaning used in the subject or question. |
| 162 | Describe | Report the relevant characteristics, events or pattern. |
| 163 | Outline | Give the main steps or points in brief. |
| 164 | Summarise | Select the central points and leave out minor details. |
| 165 | Explain | Connect the result to its cause, mechanism or reasoning. |
| 166 | Contrast | Show how the items differ on a shared point of comparison. |
| 167 | Analyse | Break down the evidence and explain how its parts relate. |
| 168 | Interpret | Say what a statement, result or display means in context. |
| 169 | Infer | Use clues to reach a conclusion the material implies. |
| 170 | Predict | Use available evidence to say what is likely to happen. |
| 171 | Suggest | Offer a plausible answer suited to the information given. |
| 172 | Justify | Give evidence for the claim and explain how that evidence supports, qualifies or defends it. |
| 173 | Evaluate | Weigh relevant evidence or criteria before reaching a judgment. |
| 174 | Assess | Judge the extent, value or strength of something using evidence. |
| 175 | Discuss | Develop a structured response that considers the relevant issues. |
| 176 | Distinguish | Give the feature that lets the reader tell two things apart. |
| 177 | Support | Supply evidence that helps establish the claim. |
| 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 | Check | Test the answer against the original instruction or condition. |
| 181 | Arrange | Put items into the order or grouping requested. |
| 182 | Sequence | Put stages into a meaningful order. |
| 183 | Classify | Assign each item to a category using the stated rule. |
| 184 | Order | Sort items by the criterion given in the prompt. |
| 185 | Omit | Leave out the indicated item or detail. |
| 186 | Include | Make sure the requested part appears in the response. |
| 187 | Exclude | Keep the named item or category outside your answer. |
| 188 | Refer to | Use the specified passage, figure or notes when responding. |
| 189 | Based on | Ground the answer in the material named in the question. |
| 190 | According to | Use what the specified source says. |
| 191 | In context | Use the meaning that fits this passage or situation. |
| 192 | Most likely | Choose the conclusion with the strongest support among the options. |
| 193 | Best supported | Prefer the conclusion backed most directly by the evidence. |
| 194 | Explicit | Stated directly in the source. |
| 195 | Implicit | Suggested by the source and recoverable from clues. |
| 196 | Claim | An assertion that can be tested against evidence or reasoning. |
| 197 | Example | A particular case used to make a general idea clear. |
| 198 | Conclusion | The result reached after considering the reasoning or evidence. |
| 199 | Assumption | A premise taken as given for the purpose of the question. |
| 200 | Constraint | A restriction that shapes the possible answers. |
Find the section you need
Exam requirements · Worked examples · Fencing Method · Practice checks · Official sources
What the examination requires
May 2027 is fully digital
College Board lists 42 multiple-choice questions and four free-response questions. Each section lasts 90 minutes and contributes 50% of the exam score. Both sections are completed in Bluebook. The May 2027 format replaces the earlier hybrid format and uses four options per multiple-choice question.
Practise the revised framework
College Board revised the course for 2026–27 and added investigative questions. Use the current course description to check scope before using older papers. The 2027 format includes a free-response question on inference and questions that combine multiple statistical practices.
Check calculator and notation rules
College Board allows approved handheld graphing calculators and provides the built-in Desmos graphing calculator in Bluebook. Use the official digital response guidance to practise entering notation. Where a result comes from software, connect the output to the study and the method the prompt asks you to use.
The College Board Advanced Placement programme is based in the United States and its exams are also offered internationally. Check arrangements with your exam centre and confirm credit or placement policies with the institution that will receive your score.
Worked examples of common examination instructions
Use these original examples to see how the wording changes the answer you need to give.
Separate generalisation and causation
A school randomly selects 100 students from its roster and asks how long they sleep. A suitable sampling method can support an inference about the school population. A survey of existing habits does not establish that a particular habit caused an outcome. Random assignment of treatments in an experiment addresses a different question.
Interpret a p-value in context
An invented experiment reports p = 0.03 for a one-sided test about whether a new method increases mean output. If the null hypothesis holds and the procedure’s conditions apply, the probability of a result at least as favourable to the alternative as the observed result is 0.03. The p-value does not give the probability that the null hypothesis is true.
Report a comparison and its units
One group has a median waiting time of 12 minutes and another has a median of 17 minutes. The second group’s median is five minutes higher. If the question asks about spread too, use an appropriate measure for both groups. The medians alone do not describe the variation.
Use the Fencing Method to practise instructions
Start with a short, accurate answer. Add a precise detail, then explain the relationship or evidence the prompt calls for. Apply the same instruction to a fresh example.
- Group B waited longer at the median.
- Group B’s median wait was five minutes longer.
- Group B’s median wait was 17 minutes, compared with 12 minutes for Group A.
- Use a second set of data. Add a paired comparison of spread if the question asks for it.
Read the eduKate Fencing Method for Vocabulary.
Practise and check your answers
After a practice inference, locate your parameter, procedure, conditions, result and conclusion. Use words that identify the population and direction of the claim. Practise typing the conclusion and checking any notation in the official digital preview.
Use one display to ask for a centre, a spread and a comparison across groups. A single number can answer one of those questions but leave the others open. Match your response to the exact wording.
Frequently asked questions
How many free-response questions are in May 2027?
College Board lists four, in a 90-minute section completed in Bluebook.
Does random sampling establish causation?
Random sampling helps address generalisation. Look at treatment assignment and the design when judging causation.
Does a small p-value show a large effect?
Check the estimated size and practical context separately from the significance decision.
Official sources and next reading
- College Board AP Statistics exam format
- AP Statistics released exam questions and scoring guidance
- AP Statistics revisions for 2026–27
Related guide · MCAT scientific evidence and study interpretation
Read eduKateSG’s 200-word vocabulary guide for more ways to group and practise vocabulary.