Exit ticket questions for teachers: three prompts that shape the next lesson
Contents
Use exit ticket questions to collect a short answer, a reason and an unresolved question at the end of a lesson. Read the responses before choosing the next opening activity. This guide works through three fractions prompts and a fictional set of 28 responses, including correct choices without reasons and missing evidence that needs an access check.
This guide gives you three question types, a worked example and a review routine. You can use paper, a form or a short online quiz. The important distinction is between collecting responses and acting on evidence. If you only need a grade, this is the wrong format; if you need to choose tomorrow’s starting point, an exit ticket is ideal.
Decide what you will do with each possible answer
Begin with the lesson’s central objective. If you taught students to compare two fractions, the ticket should test a comparison and the reasoning behind it. Do not ask about an unrelated fact just because it is easy to mark. Then write down the likely next step for each response pattern: reteach the concept, work with a small group or move ahead.
This is the same logic behind formative assessment that works: an assessment is formative when its evidence changes instruction. The Education Endowment Foundation’s feedback guidance links useful feedback to clear learning intentions and the gaps revealed by student work. A dashboard helps you see responses quickly, but it cannot decide the teaching move for you.
Use these three checks before writing a ticket:
- One objective: What should students be able to do independently by the end of this lesson?
- One likely misconception: Which wrong answer would tell you something specific?
- One follow-up action: What will you do if that misconception appears in many responses?
If a question has no plausible follow-up, leave it out. The ticket will be shorter and more useful.
Three exit ticket questions with a purpose
Imagine a lesson on comparing fractions. Here is a three-question ticket you can adapt to another subject.
| Prompt | Evidence you get | Possible next move |
|---|---|---|
| “Which is larger, 1/2 or 1/4 of the same whole? Give one reason.” | Correct choice plus the reasoning used | Use two equal-length diagrams if students rely only on the denominators. |
| “For the same whole, a student says 1/3 is greater than 1/2 because 3 is greater than 2. What is wrong with that explanation?” | Whether students can name a misconception | Discuss why the whole must stay the same before comparing parts. |
| “Write one question you still have about comparing fractions.” | Uncertainty that the first two prompts may miss | Group recurring questions and answer the most useful one next time. |
The first question can be multiple choice with a short explanation. The second is best as an open response because the reasoning matters more than a selected option. The third is a signal from students about what they think is unresolved; it should not be used as a scored item. This mix shows why one question format rarely covers an entire learning objective.
For a science lesson, the same structure might be: identify the result of an experiment, explain why a tempting interpretation is wrong, then ask what evidence would change your mind. For a language lesson: choose the correct verb form, explain a common error, then write a sentence using the form. The subject changes; the evidence → decision design stays.
Write answer options that reveal, not trap
When you choose a multiple-choice question, each wrong option should represent a recognizable error. “1/4 is larger because four is larger than two” is a useful distractor if students have made that mistake before. A random number is not. Avoid clues from option length, grammar or wording that make the correct choice obvious without understanding the topic.
Our guide to writing good multiple-choice questions explains how to review distractors and answer keys. The Institute of Education Sciences practice guide recommends using questions and explanatory feedback to support learning; the question should make the student’s thinking visible enough for useful feedback. Keep that goal in view as you edit.
If you generate a draft with AI, check every answer and explanation against the original lesson material. A fluent explanation can still be wrong. Remove any personal student information from material you send to an AI service. Skolina’s AI quiz generator is a preparation aid, not a substitute for a teacher’s review.
Run the ticket in the final five minutes
Tell students why you are asking: “Your answers will help me decide what we start with tomorrow.” That makes the activity less like a surprise test. Allow enough time for a sentence of reasoning, not just a hurried click. If devices are unavailable, provide a paper version rather than losing the evidence from part of the class.
A short online classroom quiz can make collection simpler. Skolina lets students open a quiz through a link or QR code without creating their own accounts; the teacher controls which identity details are requested. Closed questions can be marked automatically, while open responses still need a human reading. For this ticket, that human reading is the useful part: it shows why a student chose an answer. You can review the current plan limits on the Skolina pricing page before choosing a routine for several classes.
Do not project an individual leaderboard for a low-stakes diagnostic. Students need room to show uncertainty. You can share an anonymous class pattern instead: “Many of us compared the denominators directly. Let’s test that idea with a picture.”
Sort answers in five minutes after class
You do not need a long marking session. Sort the responses into three piles: secure understanding, one shared misconception and individual questions. The exact percentages matter less than the pattern. If almost everyone missed a prompt, first inspect the wording and answer key; only then decide whether the concept needs reteaching.
Write tomorrow’s opening step while the lesson is fresh:
- Most responses secure: begin with a slightly harder application and move on.
- One misconception common: model a counterexample, then ask a new comparable question.
- A few students need support: prepare a short small-group check while others start independent work.
The next question matters. Without it, you cannot tell whether your explanation resolved the confusion. Feedback is most useful when students have a chance to use it, not merely read a correct answer. This principle is also emphasized in the EEF’s evidence summary on feedback.
A worked next-lesson plan from 28 exit tickets
Suppose a fictional class of 28 completes the fractions ticket. Compare fractions of the same whole in both of the first two prompts. The first checked choice is 1/2 rather than 1/4; the second explanation should say that increasing the denominator makes each unit fraction smaller when the whole stays fixed. Read the explanation before deciding which response belongs in each temporary category.
| Evidence in these constructed responses | Number of learners | Opening task for tomorrow | Evidence to look for next |
|---|---|---|---|
| Correct comparison and valid same-whole explanation | 16 | Compare 2/3 and 3/4 using equal-sized wholes | A common denominator or another valid justification, not the old denominator shortcut. |
| Chooses the larger denominator and explains “bigger number” | 7 | Compare equal-length strips split into halves and quarters | Identifies why one quarter is smaller than one half. |
| Correct choice but no usable reason | 3 | Explain a partner’s diagram before trying a new comparison | A reason that matches the chosen fraction. |
| No response because access failed or the item was unfinished | 2 | Provide time and the equivalent paper prompt | A first response, without treating missing evidence as an error. |
The counts add to 28; they are not recommended thresholds for grouping. The seven and the three may need different support even though both groups require a closer look. If reading the answers shows that your wording confused them, repair the item before assigning extra fraction work. Keep the categories private and temporary rather than using them as ability labels.
For the extension, 3/4 is larger than 2/3, because 9/12 is larger than 8/12. This changes both numerators and denominators, so the simple unit-fraction explanation is no longer sufficient by itself. Ask learners to draw, find equivalent fractions or explain another valid method. If the method is unfamiliar, model it first instead of interpreting the new difficulty as loss of the original skill.
Use the unresolved-question responses to choose one class discussion and note individual questions that need a private answer. Finish the next lesson’s opening with a fresh comparison and a reason. A stronger answer on that task is useful evidence for planning; neither these counts nor a higher score establishes a lasting misconception or proves which intervention caused a change.
Make the next ticket easier to prepare
Save a good question and its most informative wrong answer. Over time you build a small question bank around the misconceptions that actually occur in your classroom. Revise the wording when a question produces ambiguous responses. You do not need a different creative activity every day; a reliable routine is more useful than novelty.
If you want to try this with your next class, create a three-question quiz and set aside five minutes to read the responses before planning tomorrow. Create a teacher account with Skolina, share the link and let the answers guide your next opening example.
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