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Module 4 · Assessment, feedback and marking

Writing the exam paper

9 min read

Two rows of a coverage gridRecall and describeApply and explainRivers: erosion anddeposition8 marks, 4 questionsbanked early7 marks, 2 questionsthe middle of the paperFlooding: causes andmanagement6 marks, 3 questionsbanked early15 marks, 3 questionswhere the paper separatesA slice of a 60-mark Class 9 geography paper. A real grid has every topic of the term down the sideand four or five question types across the top, and the column totals are what tell you the paper is athird recall rather than two-thirds. The grid takes fifteen minutes and it is the exam; the prompt isonly the filling.
A slice of a 60-mark Class 9 geography paper. A real grid has every topic of the term down the side and four or five question types across the top, and the column totals are what tell you the paper is a third recall rather than two-thirds. The grid takes fifteen minutes and it is the exam; the prompt is only the filling.

Figure

The test is a design, not a request

“Write me a test” gets a test. It is not the test you need, because a test has a structure that a prompt for “a test” does not carry: which topics, in what proportion, tested how, worth how much, in what order, in the format the students will meet in the real exam. Experienced teachers hold that structure in their heads. Writing it down is the step that makes the model useful and the paper defensible.

The coverage grid

Before any prompt, a grid. Rows are the topics of the term, from the syllabus list. Columns are question types: recall, application, multi-step, extended. Cells are marks. A 60-mark paper might put 8 marks on topic one (6 recall, 2 application), 15 on topic two (5, 5, 5), and so on, until the column totals show the paper is a third recall and two-thirds thinking, or whatever balance the board’s papers actually have.

The grid takes fifteen minutes and it is the exam. Everything else is filling it. It is also the document that answers “why was there nothing on topic four?” from a head of department, and “why were there so many calculations?” from a parent.

The prompt is the grid plus the format

Paste the grid. Paste one real past paper from your board, or its section structure and command words if the paper is long. Then:

Text
Write the questions to fill this grid exactly, in the format and command words of the pasted paper. For each question give the marks in brackets and a mark scheme with one line per mark awarded. Number the questions in order of increasing difficulty within each section.
Do not add questions the grid does not specify. Do not write an introduction.

The question bank lesson’s two-pass rule applies: get the mark schemes in a second pass, from the questions alone, and compare. The calculator rule applies to every number.

Sit it yourself

The check question is not a joke. Every teacher who has used a generated paper has been caught by the timing. The model produced sixty marks of questions, and sixty marks of questions is not sixty minutes; it is however long those particular questions take, and the model cannot know, because it has never sat a test.

So sit it. Against the clock, writing full answers, as a good student would. Multiply your time by about one and a half for the class. If that is over the exam length, cut, and cut from the grid, so the balance survives, not from the end of the paper, which is where the hardest questions are.

Sitting the paper also finds the question that cannot be answered from the information given, the diagram the question needs and does not have, and the question that gives away the answer to the next one. A paper nobody has sat is a draft.

Difficulty and order

Ask for a spread: a few marks every student will get, a middle most will, and a few that separate the top. The model produces a flat paper unless told, and a flat paper tells you less. Order within a section from easiest to hardest so that weaker students bank marks before they meet the wall.

The bank’s data helps here. If you have recorded which questions students found hard last time, you know what a “hard” question is for your class, and you can show the model an example rather than describe one.

Two papers from one grid

Once the grid is right, a parallel paper (same grid, different questions) is one prompt, and the reconciliation check catches the arithmetic that changed with the numbers. That gives you a resit paper, a paper for the class next door, and next year’s mock, all from one afternoon’s design.

The paper as a teaching record

Keep the grid with the results. After the test, fill in the class average per cell. A topic that scored badly across all types was not learned; a topic that scored well on recall and badly on application was learned as facts and not as understanding. That is a different reteaching problem, and the grid shows you which one you have.

The honest limit

The model can fill a grid well. It cannot tell you whether the grid is right: whether a third recall is too much for this class, whether the syllabus weighting you chose matches what the board will examine next year. That is assessment expertise, and it comes from marking real papers and reading examiner reports. Use the model to produce the paper faster, and spend the time you saved reading the examiner’s report from last year, which tells you what a paper should look like better than any prompt.

Every lesson here is open. Your progress is recorded once you pass the AI at Work exam.

Check your understanding

A teacher asks for “a 60-mark end-of-term physics test for Class 10” and gets a well-formatted paper. When she sits it herself it takes 85 minutes; students have 60. Which change to her process fixes the problem at source?

Pick the one you would defend. Your answer stays private.

Next lesson · 8 minPeer assessment with a third marker

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How to cite: Addaly (2026) ‘Writing the exam paper’, in AI for Teachers. Edited by M. Mun. Addaly. Available at: https://addaly.com/learn/ai-for-teachers/writing-the-exam-paper (Accessed: 13 October 2026).