By Paradigm Study · Updated September 6, 2026
Review an AI Quiz Before Teaching the Wrong Thing
Review an AI-generated quiz by solving every item yourself, checking its source or calculation, and asking whether the answer choices support the learning objective. A plausible answer key is not independent verification. The original examples below show how a correct-looking quiz can teach an error or penalize a defensible answer.
Begin with the objective
The fictional objective is: “Given a small set of numbers, calculate the arithmetic mean and explain how changing one value affects it.” This is narrower than “understand statistics.” It tells you what a question should require and makes irrelevant items easier to remove.
Cornell's ethical-AI guidance asks educators to check accuracy using credible sources beyond the generated output. The review procedure here applies that principle to original arithmetic questions. The examples are elementary so the verification can be performed directly rather than outsourced to another fluent explanation.
Find the flaws
| Draft item | Problem | Revision |
|---|---|---|
| What is the average of 2, 4 and 9? Key: 4 | “Average” is underspecified; 4 is the median, not the mean | Ask for arithmetic mean; key: 5 |
| Which is NOT false about means? | Unnecessary double negative obscures the task | Ask a positive, direct question |
| If a value rises, the mean doubles | The claim lacks quantities and is generally false | Supply the original set and the exact change |
For the first item, compute (2 + 4 + 9) / 3 = 5. For the third, change 9 to 12: the total rises from 15 to 18, so the mean rises from 5 to 6. It does not double. Keep the arithmetic beside the answer key for review, even if it is hidden from the student-facing version.
Build a corrected mini-quiz
Question one: “What is the arithmetic mean of 2, 4 and 9?” Choices: 4, 5, 7.5 and 15. The key is 5. The distractors can expose confusion with the median, an incorrect divisor and failure to divide at all, but do not assume every student choosing a distractor followed that exact reasoning.
Question two: “Replace 9 with 12 in the same set. What happens to the mean?” The answer is an increase from 5 to 6. Ask for a sentence explaining why a total increase of 3 spreads across three values. This gives evidence about reasoning beyond recognition of the correct option.
Question three: “Create a different three-number set with a mean of 5.” One answer is 1, 5 and 9. Accept any permitted set summing to 15; do not mark a valid alternative wrong because it differs from a model answer.
Review the whole learner experience
Check that required units, rounding rules and permitted tools are explicit. Read each item without the key and identify whether more than one answer could reasonably be correct. Verify that the explanation addresses the objective rather than merely announcing the letter. For open responses, write an acceptance rule that allows equivalent reasoning.
Then preview the actual interface. Can a keyboard user select an answer and submit it? Is feedback available as text? Does it identify the misconception without shaming the learner? The accessibility activity provides a working sample to inspect.
Keep the review lightweight and real
A small checked quiz is more useful than a large unreviewed set. Record who checked it, which source or calculation was used and what changed. If you change the question, recheck its key and explanation. Use the source-grounded lesson review for factual claims and the guided-practice sequence to decide what help comes before independent assessment.
Sources and further practice
Cornell: Ethical AI for Teaching and Learning supports the reference principle used here. The exercise, example data and review routine on this page are original Paradigm Study teaching examples.
For a broader workflow, see educators and creators. Bring your attempt and the step that confused you into Paradigm Study for a lesson or focused practice. Start a learning notebook.