socratic-teaching-scaffolds

Socratic Teaching Scaffolds

Core components:

1. Question Ladders: Sequences from simple to complex that build understanding incrementally
2. Misconception Detectors: Questions that reveal faulty mental models through contradiction
3. Feynman Explanations: Build-up from simple analogies to technical precision
4. Worked Examples with Fading: Full solutions → partial solutions → independent practice
5. Cognitive Apprenticeship: Model thinking process explicitly, then transfer to learner

Quick example (Teaching Recursion):

Question Ladder: (1) "Can you break this problem into a smaller version of itself?" (2) "What would happen if we had only one item?" (base case) (3) "If we could solve the small version, how would we use it for the big version?" (recursive case) (4) "What prevents this from running forever?" (termination)

Misconception Detector: "Will this recursion ever stop? Trace it with 3 items."

Feynman Progression: L1 "Like Russian nesting dolls—each contains a smaller version" → L2 "Function calls itself with simpler input until base case" → L3 "Recursive definition: f(n) = g(f(n-1), n) with f(0) = base"

Workflow

Socratic Teaching Progress:
- [ ] Step 1: Diagnose learner's current understanding
- [ ] Step 2: Design question ladder and scaffolding plan
- [ ] Step 3: Guide discovery through questioning
- [ ] Step 4: Fade scaffolding as competence grows
- [ ] Step 5: Validate understanding and transfer

Step 1: Diagnose — Ask probing questions to identify current knowledge level, misconceptions, and learning goals (see Question Types below).

Step 2: Design ladder — Build progression from learner's current state to target understanding. Simple topics → use Session Template. Complex/multi-misconception topics → use Advanced Methodology.

Step 3: Guide discovery — Ask questions in sequence, provide scaffolding (hints, worked examples, analogies) as needed (see Scaffolding Levels below). Adjust based on learner responses.