Use it in your work · Beginner
AI for Teachers
Draft, open for academic review
For teachers who now have to teach and use AI, often with no training and no projector.
Your progress here is recorded once you pass the AI at Work exam.

7 modules. 57 lessons.
Understanding the machine you are about to use
8 lessons · 1 h 05
You will be able toExplain to a class, a colleague and a parent what a language model does and does not do, predict from the mechanism which kinds of question it will answer reliably and which it will get confidently wrong, and choose a free tool that runs on the phone you actually have with its training-on-your-data setting turned off.
- 1.1Explaining AI to a class that argues back
- 1.2The free tools you actually have
- 1.3Where it is reliable, and where it is not
- 1.4Why it cannot look it up
- 1.5The conversation has a memory limit
- 1.6It has read the American curriculum
- 1.7A chatbot is not a calculator
- 1.8Same question, different answer
An illustrative case, built from documented patternsThe tool everyone already had
The school had forty-one teachers and a computer room with two working machines. Every teacher had a phone. Perhaps half had data that lasted to the end of the month. When the principal asked Sunita Verma, the science head, to recommend one tool for the staff, the question looked like a comparison of models and turned out not to be.
There were two realistic candidates. The first was the assistant inside WhatsApp. It needed no new account, no new app and no email address, it ran on the data plan people already paid for, and the staff group where timetables were shared was already open on every phone. The second was ChatGPT or Gemini in the phone browser: better on long, careful work, better at holding a pasted syllabus, and requiring each teacher to create an account and then walk through a settings menu to find the control that stops conversations being used to train the model.
Mrs Verma tested both for a fortnight, on the work she actually had to do. Most of what she found was reassuring. Both explained photosynthesis and the water cycle well enough to use. Both, asked what Class 8 students get wrong about the water cycle and what they are thinking when they get it wrong, produced eight answers, two of which she had not met in nineteen years. That single request turned out to be the most valuable thing either tool did all fortnight, and it cost nothing but a sentence.
Both also produced a Class 8 worksheet on the district’s part in the freedom movement, fluently, with a founding year for the town’s oldest school, and the two years did not match. She checked the school’s own foundation stone. Neither was right. She noticed, separately, that the answers she got at nine in the evening were thinner than the answers she got at six in the morning, which she assumed was her own tiredness until a colleague reported the same thing.
All of that was useful and none of it was the decision. The decision was the setting.
In the browser tool she had found the control in four minutes and switched it off. In the WhatsApp assistant she looked for twenty minutes, could not find an equivalent, and could not get an answer from anyone at the district office about whether one existed. She knew what teachers in that staff group already did, because she was in it: they forwarded photographs of student scripts to each other and asked for help marking them.
The two costs
Recommending WhatsApp meant something close to full adoption. The eight teachers with the oldest handsets could use it. The five who had never had an email address could use it. It would be in the staffroom by Monday, and the material generated with it (worksheets, explanations, question lists) would be real and useful, because the tool that gets used is the tool people already have open.
It also meant she would be recommending, to forty-one colleagues, a tool she could not tell them was safe to paste a child’s work into. She could write a rule. She could not enforce one.
Recommending the browser tool meant a better position on data and a worse one on everything else. Her estimate, from the two afternoons she had spent helping colleagues make accounts, was that perhaps twelve of the forty-one would complete the setup and keep using it. The rest would carry on as before, and the tool would become one more thing that the better-connected half of the staffroom had and the other half did not.
There was a third option she considered and dropped. A laptop in the office could run a small open model with nothing leaving the machine, which answers the data question completely. It also meant one machine, in a room that is locked at four o’clock, running a model noticeably weaker than either candidate, for a staff of forty-one who plan their lessons at night. It is the right answer for a school that cannot send any data out and the wrong answer for a teacher with a phone, and this was a school of teachers with phones.
She had one staff meeting, forty minutes, and a principal who wanted a single answer.
How it played out
She refused the single answer and split it by content rather than by tool. One sheet, pinned in the staffroom: nothing with a child in it (no names, no scripts, no photographs of work) goes into WhatsApp; everything with no child in it goes wherever you like. She set up the browser tool with training switched off for the nine teachers who wanted it, and taught the setting rather than the product. By December twenty-nine teachers were using the WhatsApp assistant weekly and the nine had accounts. The rule held for a term and then broke in one department, where a teacher photographed a class set to get help marking it; Mrs Verma found out because a colleague mentioned it in passing, not because anything checked. The wrong founding year stayed on the Class 8 wall for three weeks, until a student’s grandfather corrected it. She later said that was the most useful thing that happened all term, because she then taught the reliability lesson with the wall as the example and nobody in that class forgot it.
Worth arguing about
Both tools gave a founding year, the years differed, and both sounded equally certain. Explain why, from the mechanism.
One answer
A founding year for one small town’s school has been written down rarely and inconsistently. The model is producing the most likely next words after a phrase like “the school was founded in”, and the most likely next words are a plausible year. Nothing in the tone changes between a fact written down a million times and one written down three times, because there is no internal measurement of uncertainty reaching the sentence. That the two tools disagreed was the useful signal: disagreement is a red flag you can trust, while agreement would only have told her the pattern was stable, not true.
Her rule depended on teachers classifying their own material at the moment they used the tool. What made it break, and what would have made it more likely to hold?
One answer
It broke because it lived on a sheet that nobody re-read at the point of use, and because the tempting case (a stack of scripts and no time) is exactly the case the rule forbids. Rules that survive are the ones attached to the routine rather than to memory: a standing line in the marking procedure, the phone photographs taken with names covered as a matter of course, and someone whose job it is to ask about it once a term. Nothing in the school checked, so the only way anyone learned of the breach was conversation.
What did she buy by recommending the weaker tool to most of the staff, and what did she give up?
One answer
She bought adoption, and with it the actual benefit: thirty teachers generating misconception lists and worksheets instead of twelve. She also kept the staffroom from splitting into those with accounts and those without. What she gave up was any control over student data in the tool most people were using, and any honest ability to say the training setting was off. She traded a data position she could not enforce for a usage position she could see, and made the trade explicit in writing rather than pretending the two tools were equivalent.
Test yourself6 questions on this module
You need three things for a Class 9 worksheet: an explanation of photosynthesis, the year your town’s first secondary school opened, and 15 per cent of 4,860. You ask one chatbot, with no web search. Which of the three is safest to use as it comes back?
An answer arrives with three links and a line saying the tool searched the web. What has that changed?
You paste five past papers and ask for ten questions in the style of paper four. Back come ten confident questions in the style of paper one. What most likely happened?
Asked for a Class 10 maths revision sheet, the model produces US Algebra II content, dollars, and the word “sophomore”. What is the quickest thing that actually fixes it?
You want twenty word problems with a trustworthy answer key. Which approach gives you one?
You ask the same question in three fresh chats and get the same answer three times. What have you established?
Prompting as a teacher
8 lessons · 1 h 06
You will be able toWrite a prompt that carries the five things only you know (class, constraints, prior lesson, misconception and format) iterate on the output rather than accepting the first draft, control the reading level and register of what comes back, and keep a personal prompt file that makes a good result repeatable next term.
- 2.1The five things only you know
- 2.2Show it one of yours
- 2.3The second message matters more than the first
- 2.4Set the voice and the reading level
- 2.5Roles that help, and roles that do nothing
- 2.6Prompting for formats you can print
- 2.7When it refuses a lesson
- 2.8Keep a prompt file
An illustrative case, built from documented patternsThe department that shared its prompts, and the mock paper inside them
Adaeze Okonkwo had been teaching biology for eleven years and had used a chatbot twice, both times badly. The third time she asked for “a revision sheet on the circulatory system for Grade 11” and got a sheet about the cardiac cycle, ECG traces and blood pressure regulation, with the word “sophomore” in the introduction and none of it inside the WAEC syllabus.
What fixed it took twenty seconds. She pasted the six lines of the WAEC topic list for the circulatory system, one past question with its marking guide, and a line that said SS2, Nigerian secondary school, British spelling, and use only the topics listed. The next sheet stayed inside the six lines, phrased its questions the way WAEC phrases them (state three functions of, describe the passage of blood from) and allocated marks the way the guide did.
She kept the prompt, the pasted material and the output in a text file. Not the prompt alone: she had learned that the hard way in September, when a prompt that had produced a superb set of distractors in the morning produced ordinary ones in the evening and she had no copy of the good version to show it. By half term the file had nineteen blocks in it, each with a date, the tool, and a line saying what had needed fixing.
Three of the blocks were worth more than the rest. An examiner block, which named the board and produced questions with real command words and a mark scheme with one line per mark. A confused-student block (you are an SS2 student who has just learned this and holds one common misunderstanding) which handed her three realistic wrong answers a week before she met them in a pile of scripts. And a levelled-passage block for the eleven students in her class reading two years below the rest, which produced the same content at two reading levels with every fact held constant.
The head of department, told about the file, wanted it in the shared drive by Monday. Three new teachers were starting in January and none had taught a WAEC class.
What was in the file
One teacher, Emeka, read it and objected to two things, and both objections were reasonable.
The first was that the file contained a colleague’s own questions. Adaeze had pasted the best mock paper the department had, written by a teacher who had since retired, as an example of the shape she wanted. It was in the file, in full, under PASTED.
The second was harder. That mock paper was still in use. The department set it every February. Pasting it into a free consumer chatbot meant it had been sent to a company’s servers, and although Adaeze had switched off the training setting on her own account in October, eleven of the nineteen blocks predated October.
Adaeze’s argument was that the induction value was real and immediate. A new teacher who pasted the department’s calibration on her first day inherited eleven years of knowing what WAEC asks for, instead of spending two terms discovering it, and the students taught by that teacher in her first term are the ones who benefit. Emeka’s argument was that a department cannot ask students to be careful about what they paste and then paste its own live assessment, and that the department was three months from teaching a lesson on exactly this.
The head of department made a third point that neither of them wanted. Removing the example would weaken the file, and a weakened file is one nobody uses, and a department that stops sharing its prompts goes back to five people generating the same eight questions every February. He was not defending the paste. He was saying that the safe version had to still be good enough to use, or the safety was theoretical.
He had a staff meeting on Thursday and three new teachers arriving in six weeks.
How it played out
They split the file. The prompts, the constraint blocks and the notes about what had needed fixing went into the shared drive, and the new teachers had them on their first day. Every pasted item that was somebody’s live assessment came out, and in its place Adaeze wrote a two-line description of the shape she had been demonstrating (question stems, mark allocation, command words) which was weaker than the example and legal to share. The February mock was rewritten, from the grid rather than from the old paper, which took a Saturday. Emeka wrote one rule at the top of the shared file: every block records what had to be fixed, and no block contains a paper that has not yet been sat. Within two terms the file had sixty-one blocks and the department had stopped generating the same questions every year. The one thing they never recovered was the retired teacher’s paper as a demonstration; the two-line description reliably produced weaker output than the example had, which is exactly what the show-it-one-of-yours lesson predicts.
Worth arguing about
Why did the two-line description produce weaker output than the pasted mock paper had?
One answer
A description is the author’s theory of what makes the questions good. The example is the questions. It carries the stem length, the phrasing of command words, where the mark allocation sits, the register of the instructions, a great deal that Adaeze had never articulated and could not have. The model continues patterns, and a concrete example is the densest available statement of a pattern. The cost of removing it was real and the department accepted it knowingly, which is the right way to lose something.
Adaeze had switched training off in October, but eleven blocks predated that. Does switching the setting off later fix them?
One answer
No. The setting governs what happens to conversations from the point it is changed. Anything already sent has already been received and stored, and may already have been used. This is the practical reason the setting is the first thing to find rather than something to get round to: it cannot be applied backwards. It is also why the rule the department wrote is about what gets pasted at all, rather than about which account setting is on, since only the first of those is under a teacher’s control after the fact.
The head of department wanted the file shared on Monday for the sake of three new teachers. What did the split cost, and what did it protect?
One answer
It cost the strongest part of the induction (a new teacher pasting the department’s own calibrated paper and getting parallel material immediately) and it cost a Saturday rewriting the February mock. It protected the integrity of an assessment students had not yet sat, and it protected the department’s ability to teach its own AI policy without hypocrisy. The prompts, constraint blocks and fix-notes still transferred, and those carried most of the practical value; what did not transfer was the demonstration, which is the part that cannot be replaced by description.
Test yourself6 questions on this module
Four lines are proposed for a prompt asking for a fractions starter. Which one is the line the model could not have got from anywhere else?
You reply to a set of generated comprehension questions with “make these better” and get four more questions of the same kind. Why?
You paste your best worksheet as an example and ask for eight more like it. Question 2 of your worksheet has an ambiguous stem you have never noticed. What comes back?
You ask for an explanation with no sentence over fifteen words. Paragraph one obeys. Paragraph four does not. What has happened?
Which role at the top of a prompt actually changes what comes back, and for what reason?
A request for source extracts on Nazi propaganda for a Class 10 history lesson is refused. What is the right next move?
Planning and making materials
9 lessons · 1 h 16
You will be able toProduce a term’s worth of classroom material (explanations, reading passages, question banks, diagrams, slides and revision aids) that is checked, localised and pitched to the class in front of you, and name the parts of a lesson and a unit that should never be handed to the model.
- 3.1Planning with AI, keeping the judgement
- 3.2Worksheets, and three versions of them
- 3.3Four explanations of one idea
- 3.4Passages with the words you are teaching
- 3.5A question bank you can trust
- 3.6Diagrams and visuals without a designer
- 3.7Slides, and the projector you sometimes have
- 3.8Revision: flashcards and spaced practice
- 3.9A unit plan, not just a lesson
An illustrative case, built from documented patternsFifteen minutes, three versions, forty copies
Rekha Bisht taught 46 children in Class 6 and had been differentiating by hand for nine years, which meant in practice that she did not. There was one worksheet and there were three groups of children, and the bottom group copied.
In November she spent a Sunday learning to name the axis. Not “make it easier” (which had given her, the first time, the same eight percentage questions with smaller numbers and the same barrier still standing) but the three that the course had named. A support version with the same 800-rupee shirt and the same fifteen per cent, and four numbered blanks that walked through ten per cent, then half of it, then the discount, then the price. A representation version with a bar model instead of a paragraph. An extension version where the shopkeeper had paid 600 rupees, wanted to keep 120 rupees of profit, and needed the largest discount he could offer.
All three were about the same shirt. That was the point, and when she read them back she could see her class staying in one conversation for the first time rather than splitting into a group doing real work and a group doing smaller sums.
She had also stopped asking for four options and started asking for the errors. Not “write four multiple choice options” but: the correct answer, plus three wrong answers produced by taking fifteen per cent of the wrong number, by subtracting fifteen instead of fifteen per cent, and by finding the discount and stopping there. Her tally of wrong answers on Monday morning would now tell her what each child had done, which is a teaching plan rather than a mark.
Generating all three versions took eleven minutes. She had the prompt, she had the axis in it, she had told it the shop was a shop and the money was rupees, and the model did what she asked.
The rule she could not afford
The course had been unambiguous about the next step: work the sheet yourself, before you print forty copies. Fifteen minutes. AI worksheets fail confidently and consistently within themselves (word problems whose numbers do not resolve, matching exercises with two items that fit the same answer, an answer key that contradicts its own question) and none of it is visible from reading.
It was twenty past eleven. Her own daughter’s fever had taken the evening. The photocopier at school was reliable until about half past seven in the morning and then queued. She had time to work one of the three versions properly.
The obvious choice was the extension version, because it was the one with the interesting arithmetic and the one most likely to be wrong. Four children would get it, all four of whom would notice an error, tell her, and be fine.
The support version had the simplest numbers, which felt like the safest sheet in the pile. It was also going to eleven children who had spent two years being handed work they could not do and had learned to stop when something did not come out, without telling anyone. If step two of that scaffold pointed at the wrong number, they would not report it. They would decide, again, that they were the sort of person for whom maths does not work.
There was a version of this decision she had already got wrong once. In September, in a hurry, she had printed a generated matching exercise without doing it, and two of the six items fitted the same answer. The class found it in four minutes and the lesson was spent on the sheet rather than on the mathematics. That failure had cost her a period and nothing else, because a matching exercise fails loudly. A wrong step in a scaffold does not; it fails quietly, in the book of a child who does not tell anyone.
She had one fifteen-minute block and three sheets.
How it played out
She worked the support version, and step three was wrong: the scaffold asked for the discount before it had established that ten per cent and five per cent were to be added, so a child following it exactly reached 40 rather than 120. She fixed it in two minutes, printed all three, and put a pencil line in the margin of the extension sheet that said “check my numbers and tell me”, which turned the unchecked sheet into a task rather than a risk. Two of the four extension children found a genuine error in it by Wednesday. The representation version was fine. Since then she has worked the support version every time and never all three, and she keeps the errors she finds in the same file as the prompts, because after a term the list showed her that the scaffolded versions failed in one particular way (a step that assumes the previous step’s result without saying so) which she now names in the prompt and mostly prevents.
Worth arguing about
She checked the version going to the weakest students rather than the one most likely to contain an error. Was that the right call?
One answer
Yes, because the risk is not the probability of an error but the cost of one going unreported. The extension students would find an error, say so, and lose nothing; several of them enjoy finding one. The support students had been trained by two years of unreachable work to stop silently, so an error in their sheet converts directly into evidence for a belief about themselves. Checking is a scarce resource and it belongs where an undetected failure does the most damage, not where failures are most frequent.
What did the pencil line in the margin of the extension sheet actually change?
One answer
It changed an unchecked resource into a checking task, which is one of the few honest uses of material a teacher has not verified. The students were told the sheet might be wrong, so a wrong answer no longer misinforms them; it becomes the exercise. This works only where the students have the knowledge to catch the error and the confidence to report it, which is why it was available for the extension group and not for the support group.
Her error file showed the scaffolded versions failing in one particular way. Why is a record of failures more useful than a record of good prompts?
One answer
A good prompt tells you what worked once, with one model, on one topic. A pattern of failures tells you what the model reliably gets wrong for the kind of thing you make, and that transfers to every future sheet. In her case, scaffolds that assume the previous step’s result without stating it is a fault she can now name in the prompt and check for in ten seconds. A prompt file that records only successes teaches nobody where the failures are, and the failures are the part that compounds.
Test yourself6 questions on this module
A student could not do question 3 on the percentages sheet. Which version of that question actually helps her?
You want the wrong options in a multiple choice question to be worth something. What do you ask for?
Why generate a question bank’s answers in a separate chat from the questions?
The model has given you three analogies for electric current. What is the next thing to ask it?
You need an accurately labelled diagram of the heart for a printed worksheet, and you have no budget. What works?
Generated revision cards have a question on the front and four options on the back. Students say they are easy and then do badly in the test. Why?
Assessment, feedback and marking
8 lessons · 1 h 08
You will be able toUse AI to give faster and more specific feedback on drafts while keeping every grade defensible: write a rubric a machine can apply and a student can read, run a bias check on any marking tool before trusting it, draft an exam paper against a coverage grid, and turn a class set of wrong answers into next week’s teaching.
- 4.1Marking: what a machine cannot fairly judge
- 4.2Writing a rubric both can read
- 4.3Feedback students actually use
- 4.4Feedback before submission: the student-facing loop
- 4.5Reading thirty answers at once
- 4.6Marking handwritten work with a phone
- 4.7Writing the exam paper
- 4.8Peer assessment with a third marker
An illustrative case, built from documented patternsSixty-two drafts and a bias check that came back badly
The arithmetic had never worked. Sixty-two essays at twelve minutes each is over twelve hours, which meant essays came back in the third week, by which point the class had moved on and the comments were read for the grade and not for the comment. Joseph Mwangi had run that cycle for six years and knew exactly what it was worth.
So when he built an observable rubric (quotes at least two specific phrases and explains one effect of each; every claim followed within two sentences by a reference; each paragraph opening with the sentence that states its point) and found that a model applying it could produce two specific, quoted, actionable points on a draft in about four seconds, the prize was obvious. Not marks. Feedback on Tuesday for a redraft on Thursday, which the research says is worth several times the same words delivered after the grade.
He was careful about two other things first. The rubric went to the students in the same words it went to the model, printed and stuck in the front of the exercise book, because a criterion that tells a marker what to look for tells a writer what to do. And no drafts left the room with a name on them: each was coded, the codes were on a sheet in his drawer, and the coding took four minutes for sixty-two.
Then he ran the check the course insists on. Five scripts he had already marked, marks hidden, same rubric.
It ranked four of the five the way he had. The fifth was Amina’s.
What the fifth script showed
Amina wrote in her third language. Her essay was 340 words, plain, with two quotations, each connected to a claim, each with the effect on the reader explained in a short sentence. Against the rubric it was a clear top band and he had given it one. The model put it two levels below a 900-word script from a fluent writer that had one quotation and a great deal of confident paraphrase.
He swapped in a short strong script and a long weak one from the previous term and ran it again. The ranking did not survive. Whatever the model was reading, it was not the criterion.
That left him with a decision he did not want. Abandoning the tool meant going back to the three-week cycle, which he knew, from six years of evidence, delivered almost nothing to anybody, and it would fall hardest on the students who most needed a second draft, including Amina. Using it meant putting a marker with a documented bias against second-language writers in front of a class that was almost entirely second-language writers.
His head of department, who wanted the tool used across the department by January and had a workload paper to write, thought he was overreacting to one script out of five. Four out of five, she pointed out, is better agreement than two of her markers manage on a moderation day.
His deputy head took the opposite view and it was not a foolish one: a marker with a documented bias against second-language writers, in a school where nearly every student is a second-language writer, is not a tool with a flaw, it is a tool aimed at the wrong class. He wanted it dropped and the three-week cycle defended as honest.
Joseph thought both of them were answering a question he had not asked. Neither had said what should happen to the sixty-two students in the meantime.
How it played out
He kept the tool and changed what it was allowed to do. It never produced a score, only the two feedback points, and every point had to quote three or four words from the draft, which made a comment aimed at length visibly nonsensical and easy for him to strike out. He rewrote the two criteria that had let length through: “every claim is supported” became “every claim is followed within two sentences by a quotation”, which a 340-word essay meets as fully as a 900-word one. He read all sixty-two pairs of points before they went out, which took nineteen minutes rather than twelve hours, and found that roughly half were usable as written, a quarter were true but not the most important thing, and a quarter missed. And he told the class, in the first lesson of the term, that the machine likes long answers and that they should watch for it, which produced, three weeks later, a student objecting in writing that a comment about her conclusion was really a comment about her word count. She was right. He said so in front of the class.
Worth arguing about
Why did the model’s ranking survive four scripts and fail on the fifth?
One answer
Because on four of the five, quality and length ran together, so a marker using length as a proxy produces the right ranking for the wrong reason. Amina’s script was the case where the two came apart: short, plain, and genuinely meeting the criterion, against long, fluent and thin. This is why the test that matters is not whether the model agrees with you but whether it agrees for the same reasons, and why deliberately swapping in a short strong script and a long weak one is the check that exposes it.
He forbade the model to produce a score but allowed it to produce feedback. Why is that line in the right place?
One answer
A grade goes on a record and has to be defensible to a parent, and “the system gave it a 6” is not something a teacher can stand behind or teach from. Feedback is a suggestion that the student and the teacher both read and can reject; a wrong point costs a moment and is visible. The bias also behaves differently in the two uses: as a score it silently moves a number, while as a comment quoting four words of the draft it becomes checkable, which is why the quoting requirement was part of the fix rather than a nicety.
Telling the class about the bias produced a student who challenged a comment. Is that a success or a failure of the system?
One answer
A success, and the strongest evidence that the design worked. A class told that the third marker has a known tendency can use its feedback critically; a class not told absorbs the tendency as the standard. The student’s objection also gave the teacher information he could not have got any other way, and his agreeing with her in public established that the tool is a reader and not a judge, which is the distinction the whole arrangement depends on.
Test yourself6 questions on this module
You mark five scripts, hide your marks, and have the model mark the same five with your rubric. It ranks them exactly as you did. What have you established?
Why does the criterion “demonstrates deep understanding” make a model reward long answers?
Asked to comment on a draft, the model opens with three compliments and buries the useful point. Where does that come from?
A photographed script has correct working and a wrong final answer. What does the transcription tend to show?
You have sixty marks of generated questions for a sixty-minute paper. What has to happen next?
You paste six short answers and ask the model to group them by the misunderstanding they show. Back come three tidy groups with percentages. What should you notice?
Integrity: AI-written work and what to do about it
8 lessons · 1 h 10
You will be able toSet an AI policy for a class that students can follow and you can enforce (per-task levels, a written consequence ladder, process evidence from version history and in-class drafting, redesigned high-stakes tasks) and handle a suspected case without a detector score and without wronging a second-language writer.
- 5.1Why detectors fail, and what to do instead
- 5.2Assignments AI cannot do for you
- 5.3Teaching students to use it honestly
- 5.4Writing the class policy
- 5.5Process evidence that holds up
- 5.6Handling a case fairly
- 5.7Rethinking homework
- 5.8Citing and declaring AI use
An illustrative case, built from documented patternsNinety-two per cent, and a parent already writing
The essay was on Silas Marner and it was good. It was better than anything Fathima had submitted that year and it argued a line (that Eppie’s arrival is written as an economic event before it is written as an emotional one) that had not come up in class.
A colleague, unprompted, had run it through a free detector and forwarded the result to the head of department and to Priya Nair, who taught the class: ninety-two per cent AI-generated. By the time Priya read the message, four members of staff had seen the number, and Fathima’s father had emailed the school asking why his daughter had been called out of a lesson.
Nobody had called her out of a lesson. She had gone to the toilet. But the email had arrived, and it made the case urgent in a way the evidence did not.
What the evidence was
The class policy, written with the students over one period in August and signed by all of them, said the first draft of any assessed essay was Level 0 and named exactly what the consequences were: the work is redone under supervision, there is no mark penalty on the redone work, and a second occasion brings a note home. The students had been stricter than Priya expected about which tasks counted as the exercise, and more precise than she expected about which tools they actually used.
It also contained a line Priya had insisted on and now had to live up to: I will not use AI detectors.
What she had was a version history, because the essay had been written in the school’s shared documents. It showed the essay arriving in four large blocks over two evenings, which is what a paste looks like and also what a student who drafts on her phone and pastes looks like. It showed no small edits at all.
She also had an in-class paragraph. Every assessed piece in her class began with twenty minutes of writing in the room, and Fathima’s opening paragraph, in her own hand, contained the economic reading of Eppie’s arrival in almost the words the essay used.
The head of department wanted a decision by Friday and thought the ninety-two per cent settled it. He was not being unreasonable; he had a deadline, a parent, and a number that looked like evidence.
Priya’s position was that the number was not evidence, that the tool it came from is known to flag careful second-language writing, that Fathima writes in her third language, and that the version history was ambiguous in both directions. She also knew a piece of arithmetic that nobody in the staffroom had done: a detector with even a one per cent false positive rate, run over every piece of homework from thirty students, produces a wrong flag against an innocent child about one week in three.
And there was the part of the case that had nothing to do with evidence. Four members of staff had seen the number before the teacher of the class had. Whatever the finding turned out to be, a fifteen-year-old’s name had already travelled, and a decision that took a fortnight would let it travel further. Speed was not only the head of department’s interest. It was Fathima’s too.
What Priya did not have was certainty, or a colleague who agreed with her.
How it played out
She wrote the page before deciding: what the task was, what level it was set at, what the process record showed, what was said in the conversation, what the student said. Then she had the conversation, without the word AI in it (tell me how you got to this argument) and Fathima talked for six minutes, said she had found the economic reading in a YouTube video about the novel, named the channel, and explained why she had cut a paragraph about Godfrey that had not worked. She also said she wrote on her phone at night because the family computer was her brother’s until eleven. Priya asked to see the phone notes. They were there, timestamped, messy, with the abandoned Godfrey paragraph in them. The finding was that Fathima wrote it. The head of department accepted the page, though not happily. The parent meeting happened anyway and was about the evidence page and the policy, in that order, and took eleven minutes. Two things changed afterwards: the department agreed in writing that no student is referred on the basis of the text alone, and Priya added a line to the policy saying that a phone draft counts as process evidence, because most of her class writes that way and the version history had nearly punished them for it.
Worth arguing about
The version history showed four large blocks and no small edits. Why was that not evidence of anything on its own?
One answer
Because it shows where text arrived, not where it came from. A student who drafts on a phone, on paper, or in a notes app and then pastes produces exactly that pattern, and in this class most students draft that way for reasons of access rather than concealment. A single-paste document is a reason to look further, and the further look (show me the phone draft) is cheap and decisive. Treating the pattern itself as a finding would have punished the students with the least access to a computer.
Priya’s policy promised she would not use detectors. What did keeping that promise cost, and what did it buy?
One answer
It cost her the fastest route to closing the case and put her at odds with a head of department under deadline pressure, and it meant she carried the decision alone. It bought a decision that survived a parent meeting, because the evidence page contained things anyone could examine (a policy the student had agreed to, an in-class paragraph, a conversation, timestamped notes) rather than a number with a known bias and no appeal path. It also kept the policy credible for the rest of the class, who would have learned in a week that the teacher’s written promises hold only until a case is inconvenient.
Suppose the phone notes had not existed. What should the outcome have been?
One answer
Not a finding. The standard is what a reasonable colleague would conclude from the evidence that can be shown, and with an in-class paragraph carrying the same argument and a fluent six-minute account of her own choices, two teachers would not both have concluded she did not write it. The right move where the evidence falls short is the softer one: ask her to write the second half again, in the room, and see. A student who wrote the original does it easily and has redone the exercise with nothing recorded against her, which is the correct result when you are not sure.
Test yourself6 questions on this module
A detector claims a genuine one per cent false positive rate. You have thirty students and you run every piece of homework through it. What follows?
Why do detectors flag careful writing by second-language students?
Which redesign of an essay task actually puts it out of the model’s reach?
Why does a blanket ban on AI make a class worse off than a per-task level with disclosure?
A student’s essay appears in the version history as one large paste at eleven at night. What does that establish?
You are about to decide a suspected case. What standard applies?
Teaching AI itself
8 lessons · 1 h 14
You will be able toTeach a unit on AI to any age from 8 to 18 without a device (prediction, training data, classification, bias, confident error and the deepfake problem) and read a study on AI tutoring well enough to say what it found, on whom, and what it means for how students in your class should be allowed to use the tool.
- 6.1An AI lesson with no screen and no power
- 6.2What to teach at which age
- 6.3The sorting game for younger children
- 6.4Image generators and deepfakes
- 6.5The AI companion problem
- 6.6A student project that teaches the mechanism
- 6.7The evidence on AI tutors
- 6.8AI in every subject, not just computing
An illustrative case, built from documented patternsFour hundred free licences and a chart
The offer was serious and the vendor was not a fraud. Four hundred licences for Classes 8 to 10, free for a year, an app that worked on a low-end Android phone, and a dashboard for teachers showing who had practised and for how long. The chart in the deck showed a 63 per cent improvement in practice scores against a control group, over eight weeks.
The correspondent for the school, Vinod Rao, taught physics and had read the two studies that exist. He asked the five questions.
Was assignment random? Students had opted in. Was the outcome measured without the tool? No: the 63 per cent was practice scores inside the app. How long after? Eight weeks, same-term. Who paid? The vendor. Against what comparison? Students who had no extra practice at all.
The deck did not survive the second question, and the vendor’s representative, to her credit, said so when asked and offered to arrange a call with the researcher who had run the pilot. That call happened and was useful. The researcher was straightforward: the pilot measured engagement and in-app performance, it was never designed to measure learning, and she would not have put the chart in a sales deck herself.
Vinod took the trouble to say to his colleagues that this did not make the app bad. It made the evidence for it thin, which is a different finding and a common one.
The decision the school actually faced
The app had two modes. In the default mode a student stuck on a problem could ask for the answer and get it, worked, immediately. In a mode the school could switch on centrally, the tutor gave hints, asked what the student had tried, and did not produce the answer.
The Turkish study said what happens. Practice scores rose 48 per cent with the unrestricted version and 127 per cent with the hint version. Then everyone sat an exam without the tool, and the unrestricted group came out 17 per cent below students who had never had AI at all. The hint group matched them: no harm, no measurable gain.
So the hint mode was the defensible choice and it had two costs the head teacher named immediately. Usage would be lower, because a hint is less satisfying than an answer at ten at night, and the vendor’s dashboard would show it, and the vendor was providing four hundred licences partly for the usage figures. And the visible short-term result would be worse. Parents in that school pay fees they can barely afford and look at the practice scores in the app, which is what the dashboard shows them. A mode that produces a 127 per cent practice rise instead of 48 sounds better, until you notice that neither number is the thing anyone is buying the app for.
There was a further complication that the maths staff raised and Vinod thought was the strongest argument on the other side. About a third of the school’s students have nobody at home who can explain a quadratic equation, and for those students the alternative to an answer at eleven at night is not effortful practice, it is stopping. Withholding the answer is the right design for the child with a tutor and a parent who studied to Class 12. It is a harder thing to defend for the child who has neither, and the studies do not settle it, because they were not run on that question.
The board wanted a decision in a fortnight, and one member had already told a parents’ group that the school was getting AI tutors.
How it played out
They took the licences and ran hint mode, and wrote the reason into the letter that went home, in four sentences, with the two studies named. Usage was about 40 per cent lower than the vendor’s other pilot schools and the vendor said so twice. In March, the school ran its own comparison, not a study, and Vinod was careful to say so in the staff meeting: Class 9 had used the tutor since November and Class 10 had not, and the two cohorts were not comparable in half a dozen ways. The Class 9 mean on the term paper was a little higher and nobody claimed the tutor had caused it. What did change, measurably, was the number of students attempting the last two questions on the paper, which the maths staff attributed to having somewhere to ask at eleven at night. The school kept the licences for a second year and refused, twice, to let the vendor use its name in marketing that quoted the practice-score figure.
Worth arguing about
The vendor’s chart showed a 63 per cent improvement. Which of the five questions does it fail, and why does that failure matter more than the size of the number?
One answer
It fails the outcome question: the improvement was measured on practice scores inside the app, with the app available. That is the exact measurement the Turkish study showed to be misleading, because both AI groups looked much better during practice and one of them was measurably worse on an exam taken without the tool. A large effect measured on the wrong outcome is not a small piece of evidence, it is evidence about something else, how well students do when the answer is at hand, and no increase in sample size or effect size repairs it.
Hint mode produced lower usage and worse-looking practice scores. What was the school actually buying by accepting both?
One answer
It was buying the condition the evidence supports: help that keeps the effortful part of practice with the student, since producing the answer is what builds the memory an exam measures. Usage and practice scores are the vendor’s metrics and are optimised by making the app pleasant, which in the unrestricted mode means giving the answer. The school chose a design whose benefit is invisible in the dashboard and shows up, if at all, in an exam the tool cannot sit, and said so in writing to parents, which is what made the choice survivable when the numbers looked worse.
Vinod insisted the March comparison was not a study. What was wrong with it, and was it worth doing anyway?
One answer
Assignment was not random (one whole year group had the tool and another did not), so the two cohorts differ in age, teachers, syllabus point and a dozen other things, and any difference in the mean is uninterpretable. It was still worth doing, provided nobody claimed causation from it, because it produced one observation that was hard to explain away and easy to act on: more students attempting the final questions. Naming the design’s weakness out loud is what kept a useful observation from becoming a false claim, and it is the same discipline the five questions apply to a vendor.
Test yourself6 questions on this module
Thirty students each complete “The old woman walked slowly into the ______” and then “The capital of Japan is ______”. What has the activity taught?
In the second round of the sorting game every training cat is on a white background and every dog on grass. A cat photographed on grass goes into the dog box. What is the lesson?
Why is a “spot the fake” workshop the wrong response to deepfake images in a school?
What does the design of a companion chatbot reliably produce, and why?
In the Turkish study, unrestricted chatbot access raised practice scores by about 48 per cent and left exam scores about 17 per cent below students who never had AI. What explains that?
A vendor’s chart shows a 63 per cent improvement, measured on practice scores inside its own app. Which question does the most damage to the claim?
The multilingual, mixed-ability classroom
8 lessons · 1 h 08
You will be able toUse AI to bridge language and ability gaps in a real classroom (translate and back-translate a worksheet, produce a levelled and a dyslexia-friendly version of the same text, set up free speech-to-text and text-to-speech on a phone) while stating from the mechanism where translation quality falls off and which students it fails.
- 7.1Translation, and the back-translation check
- 7.2Explaining in the language students actually speak
- 7.3For students who struggle to read
- 7.4Speech-to-text and text-to-speech, for free
- 7.5Supporting students with disabilities
- 7.6The quiet student and the private question
- 7.7Stretching the student who is ahead
- 7.8When the home language has no training data
An illustrative case, built from documented patternsThe Santali worksheets that arrived from the district office
The pack arrived as a PDF on the headmaster’s phone: forty pages of Class 5 environmental science, in Santali, in the Ol Chiki script, produced by the district under a programme to supply mother-tongue material. It was the first home-language teaching material anyone at that school had ever been sent.
Subodh Hansda taught the class. He speaks Santali at home, teaches in a mixture of Santali and Hindi, and had been translating the Hindi textbook aloud, page by page, for four years. He read the first page of the pack and stopped.
It was not wrong in an obvious way. The sentences looked like Santali. The problem was that several of them were not sentences anybody would say, one term for a common tree was a word he did not recognise, and a question about the water cycle had a verb in a form that changed what it was asking.
He ran the check he had been taught. He typed three of the Santali sentences into a chatbot in a fresh conversation (fresh, so that nothing about the original was in front of it) and asked for English. What came back did not match the Hindi original in two of the three. The second sentence, which in Hindi asked children to name three uses of a river, came back in English as a statement about rivers being useful. A question had become a sentence.
He then did what a teacher does before accusing a document: he tried to make it work. He asked the same tool to translate the Hindi page himself, with a short glossary of the terms his textbook uses, and an instruction to match the register of a passage he typed in from a Santali reader. The output was no better and in one place worse. This was not a prompting problem, and half an hour spent rephrasing instructions taught him that faster than any explanation would have.
The two ways to be wrong
Using the pack meant putting material in front of thirty-four children in their own language, printed, official, and endorsed by the district: with errors in it that the children would not be able to identify as errors, because it was in their language and it came from the government and they were ten. Children who cannot tell a broken sentence from a real one in their home language learn that their language is the one that comes out strange.
Refusing the pack meant going back to what he had: a Hindi textbook and his own voice. That is not nothing (he is good at it, and the children learn), but it also meant that the only home-language material the school had ever received went unused, that the district would record the school as non-compliant, and that the headmaster, who had been pleased, would be told his teacher had rejected the government’s Santali books over three sentences.
There was a third possibility and it cost something too. Two mothers in the village write Santali well. One teaches at the anganwadi and has an hour on Thursdays. Asking her to read forty pages was asking for unpaid work from a woman who already had a job, in order to fix a district’s document.
How it played out
He did not use the pack as printed and did not reject it. He took the six pages covering the term’s topics to the anganwadi teacher, Malati Murmu, who read them in about ninety minutes across two Thursdays and marked eleven places, of which four changed the meaning of a question. Subodh corrected those six pages by hand and used them; the other thirty-four he left. He wrote a note to the district listing the four questions whose meaning had changed, in Santali and Hindi, and got no reply for five months and then a form acknowledgement. Malati was paid nothing, which Subodh raised twice with the headmaster and once at a cluster meeting. The lasting change was different from what anyone expected: he started having the Class 5 children translate the Hindi worked examples into Santali themselves, in pairs, writing both versions, which took longer than reading a printed page and produced better Santali than the pack had, because thirty-four speakers arguing about a word settle it correctly. That routine survived; the pack did not.
Worth arguing about
The back-translation check found two of three sentences drifting. What does that tell you about the whole forty-page pack, and what does it not tell you?
One answer
It tells you the model that produced it does not really have this language: a round trip that fails on two of three sentences is the signature of the bottom of the gradient, where the output is fluent-looking text assembled from fragments and neighbouring languages. It does not tell you which pages are safe, because the check was run on three sentences and the failures are scattered. It also cannot prove any individual sentence is correct (an error made in both directions comes back looking right) so a passing sentence is not cleared, merely not caught.
Could better prompting have fixed the pack: a glossary of Santali terms, a pasted sample of the register, an instruction to match the textbook?
One answer
No. Those techniques shape what the model does with what it already knows, and for a language it has read almost nothing of there is nothing to shape. A glossary fixes terms in a language the model can otherwise handle; it cannot supply grammar, register or idiom. This is the one place in the course where the prompting toolkit does not apply, and recognising that is what stops a teacher spending an evening rephrasing instructions at a limit of the training data rather than of the prompt.
The routine that survived was children translating the Hindi examples themselves. Why did it beat both the pack and a better machine translation?
One answer
Because the class is a room full of fluent speakers, and thirty-four of them arguing about which word is right settle it more reliably than any system with almost no data. It also does more than produce text: the students practise both languages, the content is discussed twice, and the home language is treated as something you write and defend rather than something a machine renders badly and an adult apologises for. Its cost is time, and the honest limit is that it works because the class shares one home language; a classroom with six would need something else.
Test yourself6 questions on this module
You translate a worksheet, back-translate it in a fresh chat, and the round trip matches your original closely. What may you conclude?
You ask for an explanation “in Hindi” for Class 6 and your students find it harder than the English version. Why?
A student with dyslexia cannot get through the history text, though she follows the same content easily when it is read aloud. What do you ask the model for?
Phone dictation transcribes your speech almost perfectly and your student’s with an error every few words. What does that tell you to do?
A quiet student asks a chatbot at ten at night the question she would never ask in class. What is the cost of that, and what fixes it?
For a language with a few hundred thousand speakers and almost nothing written online, a glossary and a pasted register sample do not improve the translation. Why not?
What this course is
For schoolteachers anywhere who now have to teach and use AI, usually without training. How to explain it to a class that asks hard questions, plan lessons without handing over your judgement, build worksheets and differentiated versions that actually differentiate, mark without being unfair, handle AI-written homework when detectors do not work, redesign the assignments that matter, teach students to use it honestly, and run all of it with chalk when the power is out.
Who wrote it
Founder and series editor: Dr Mustafa Mun. Written by AI models to a written standard. Exam keys checked blind by a second model: 3,665 of 3,666 agreed. Academic review invited.
More in Use it in your work
- AI at WorkThe tasks it genuinely helps with, the ones it quietly ruins, and the line you must never cross.
- Working in AIThe roles that exist, what they pay, and how people get in without a famous degree.
- Choosing and Using the ToolsA comparison written by someone selling none of them.
- How Software Development ChangedWriting code got cheap. Knowing what to build did not.
- AI for a Small BusinessTwo or three tasks, honestly measured. Not a new department.
- AI for StudentsHow to use these tools and still end up knowing things.