Question

The “Describe the Problem” Trap
You:
“Explain why it won’t fit.”

Class:
“It’s too big and the hole is too sm—
NOPE. NOPE. RESET.” (get it - the double meaning of how wrong the answer can sound in other contexts?)

Answer 1

Nice — I see the joke (and the unfortunate double meaning). If your point is the teaching trap where a prompt like “Describe the problem” invites vague or awkward answers instead of precise analysis, here’s a short explanation plus practical fixes you can use in class.

What the trap is
- “Describe the problem” often leads students to give superficial, subjective, or even awkward phrasing (“It’s too big and the hole is too sm—”) rather than diagnosing the true constraints, measurements, or root cause.
- It lets students stop at description instead of moving to quantification, cause, and solution.

How to avoid it (teacher moves)
- Ask for specific, measurable details. Replace vague prompts with requests for data and constraints.
- Ask for root-cause reasoning, not just surface description.
- Ask for a plan or a test that would confirm the diagnosis.
- Teach a template: state the facts, show the comparison, state the conclusion with numbers, propose fixes.

Replacement prompts (instead of “Explain why it won’t fit”)
- “Give the object’s dimensions and the opening’s dimensions; show the clearance and conclude whether it fits.”
- “Identify the limiting dimension and quantify how much adjustment is needed for it to pass.”
- “Describe the step-by-step failure mode (what contacts what, in what order) and explain which step prevents passage.”
- “List your assumptions, then state a test you could run to verify the cause.”

Example — poor answer vs. improved answer
- Poor: “It’s too big and the hole is too sm— NOPE.” (vague, incomplete, awkward)
- Better: “Object diameter = 12.0 cm; hole diameter = 8.0 cm → negative clearance = −4.0 cm. Because the object’s diameter exceeds the hole, it cannot pass. Possible fixes: reduce object diameter by >4.0 cm, enlarge hole to at least 12.1 cm, or change orientation if the object isn’t rigid.”

Classroom activity (quick)
- Give pairs a mismatch problem (object & opening sizes, shapes, or constraints). Ask teams to (1) measure and record dimensions, (2) compute clearance/fit, (3) state the root cause crisply, and (4) propose two realistic fixes. Share answers and critique for specificity.

If you want, I can:
- Draft a short worksheet or rubric using these prompts.
- Produce more examples (mechanical fits, electrical mismatches, software API incompatibilities, communication misalignment) demonstrating the same trap.
Which would you like?