The prompt
Score 10 of 10, Excellent
Use it when You are teaching a procedure, such as solving equations or calculating a dose, and need step-by-step examples that lead into independent practice.
- {{learners}}
- {{skill}}
- {{prior_knowledge}}
- {{method}}
- {{practice_count}}
Full prompt and why it works
Prompt
Write a set of worked examples and practice problems that teach the skill below to {{learners}}, so that they follow a fully worked solution first and then do more of the work themselves with each problem. Skill: {{skill}} What learners can already do: {{prior_knowledge}} Method, notation and vocabulary we use in class, so the examples match how I teach it: """ {{method}} """ Produce, in this order: 1. Worked example 1: a problem solved completely, one step per numbered line, each with a short note in plain words on why that step is taken. 2. Worked example 2: a similar problem with the last one or two steps left for the learner. 3. Worked example 3: only the first step shown; the learner completes the rest. 4. Practice: {{practice_count}} problems that get gradually harder, with no steps shown, including one that uses the skill in a realistic setting for these learners. 5. "For the teacher": final answers and full working for every problem. 6. Common errors: three mistakes learners often make with this method, each shown as a short wrong step with how to spot it. Use numbers that keep the arithmetic easy, so attention stays on the method. Keep the wording short and suited to {{learners}}, and use names and situations from varied backgrounds. Follow my method exactly. Do not introduce shortcuts or a different method, because mixing methods confuses learners at this stage. For example, a step note with the right level of detail: "Subtract 4 from both sides, so the x term is on its own." The example shows the form only. Check every answer by working it a second way or substituting it back, and mark any problem you are not certain of with "(check)" so I can verify it. If the method description is missing or unclear, ask me for it instead of choosing a method. I will review the set before using it in class.
Variables
- {{learners}}
- Grade or level and subject, for example "8th grade math" or "first-year nursing students".
- {{skill}}
- The procedure to teach, for example "solving two-step linear equations".
- {{prior_knowledge}}
- What learners can already do, for example "one-step equations and negative numbers".
- {{method}}
- How you teach the procedure: the steps, notation and words you use.
- {{practice_count}}
- How many practice problems, for example 6.
Why it works
- What good looks like. Three examples that fade from fully worked to first step only move learners from studying a solution to producing one, which is how worked examples teach.
- What to avoid. It must follow your method and notation exactly, because a second method midway through a new skill confuses learners.
- If unsure. Every answer is checked a second way and uncertain ones are marked "(check)", so no wrong key reaches the class.