Learn Anything Prompt — The Feynman Technique, Automated

Study prompt

Learn Anything Prompt — The Feynman Technique, Automated

The Feynman technique is the gold standard for learning: explain the concept simply, find the gaps, fill them, repeat. It’s effective and slow. This prompt automates the slow parts — generating the simple explanation, the harder example, the misconceptions, and the quiz — so you can run the loop in 10 minutes instead of an hour.

✓ Works in ChatGPT, Claude, Gemini ✓ Tested template ✓ Copy + paste ready

The template

Replace the [bracketed] fields with your specifics. Send to any AI chat.

I want to understand [concept] well enough to use it / talk about it intelligently in 10 minutes.

I already know: [what you know]
I don't know: [where you're starting]

Teach me with:
1. The core idea in 1 sentence (no jargon)
2. The simplest possible example
3. One slightly harder example showing where it gets interesting
4. The 3 most common misconceptions
5. The next thing I should learn after this

End by quizzing me with 3 questions, easiest first.

How to use it

  1. Be specific about the concept. ‘Teach me machine learning’ is too broad; ‘Teach me how backpropagation works in a 2-layer neural network’ gets a useful answer.
  2. Being honest about what you already know prevents the model from over- or under-explaining. ‘I know basic calculus and Python’ calibrates the response.
  3. Actually answer the quiz questions, then ask ‘Did I get them right? Where am I confused?’ Repeat until the model says you’ve got it.

Example output

Here’s an example of what a quality AI returns when you run this template:

**Core idea:** Bayesian probability is updating your belief based on new evidence, in a math-formalized way. **Simplest example:** You think a coin is fair (50/50 heads). You flip it 5 times and get all heads. Your belief should now be that the coin is probably biased toward heads. Bayes’ theorem tells you exactly how much to update. **Slightly harder:** A test for a rare disease has 99% accuracy. You test positive. What’s the probability you have the disease? Intuition says ~99%. Bayes’ theorem says it could be as low as 9% if the disease is rare enough — because false positives from healthy people outnumber true positives from sick people. **3 common misconceptions:** 1. “If the test is 99% accurate, a positive result means I’m 99% likely sick.” Wrong — base rates matter enormously. 2. “Bayes is just a formula.” No — it’s a way of thinking about belief updates that survives even when you can’t compute the formula exactly. 3. “Frequentist vs Bayesian is a religious war.” Mostly a tooling preference at this point; modern stats practice uses both. **Next thing to learn:** Conjugate priors (a math trick that makes Bayesian updates computationally clean). — **Quiz:** 1. Easy: If your prior belief that an event will happen is 50%, and new evidence is 2x more likely under that hypothesis, what’s your posterior belief? 2. Medium: Why does a rare disease test with 99% accuracy still give you only ~9% probability of being sick after a positive test? 3. Hard: When would Bayesian inference give a different answer than maximum likelihood estimation, and why?

Why this prompt works

’10 minutes’ constrains the depth.

Without a time anchor, models default to either too-shallow (‘here are 5 facts about X’) or too-deep (‘let me start with the 1763 origin of the concept’). 10 minutes calibrates to ‘enough to talk about it intelligently’.

Two examples (simple + harder) is the secret to retention.

One example creates a false sense of understanding. Two examples — where the second introduces complexity — exposes whether you actually got the principle.

Misconceptions are the highest-information section.

What you DON’T know is harder to articulate than what you do. Asking for the 3 most common misconceptions is the cheapest way to find your own.

Quiz at the end converts passive reading into active recall.

Reading alone gives you a sense of understanding without testing it. Three questions at the end converts the session from ‘consumed content’ to ‘verified comprehension’.

Which AI to use

**Claude** for clear, pedagogical writing. **ChatGPT** for technical and STEM concepts where math reasoning helps. **Gemini** for concepts where its Workspace integration lets you connect learning to docs/notes you already have.

Read the full comparison in ChatGPT vs Claude vs Gemini in 2026 →

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Decision matrix prompt →For choosing between concepts/tools after you’ve learned each.Pre-mortem prompt →For thinking through risks of applying what you’ve learned. All 27 prompt templates + free generator → Pick a category, fill in the blanks, copy your prompt.

Frequently asked questions

How is this different from just asking ChatGPT ‘explain X’?

The Feynman structure forces a specific pedagogical shape: simple → example → harder example → misconceptions → quiz. Without that structure, you get a Wikipedia-style information dump that’s hard to retain.

Can I use this for technical topics like programming languages or math?

Yes — it works best on topics that have a ‘core idea’ you can articulate. For broad domains (‘teach me JavaScript’), narrow it down to one concept at a time (‘teach me how JavaScript’s event loop works’).

What if the AI’s explanation is wrong?

It happens, especially for niche or recent topics. Cross-check the core claim against a primary source (textbook, paper, vendor docs) before trusting it. The pedagogical structure is correct; the specific facts need verification.

Should I use this with the AI’s voice mode?

Yes — voice mode makes the ‘quiz me’ step feel more like real teaching. ChatGPT’s voice mode is the best for this; Claude’s is functional; Gemini’s has improved.

How do I know when I actually understand the concept?

When you can answer the AI’s hardest quiz question without re-reading, AND when you can give a simpler explanation than the AI gave you. The simpler your explanation, the deeper your understanding (this is Feynman’s actual insight).

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