| # | Common Error | Why It's Wrong | Correct Approach |
|---|---|---|---|
| 1 | Treating N and mg as action-reaction pair | They act on the SAME body (the block); A-R pairs act on different bodies | True A-R pair: Earth pulls block (mg) ↔ block pulls Earth (mg upward) |
| 2 | Assuming f_s = μ_s N always | Static friction is self-adjusting; f_s = μ_s N only at limiting condition | Compare applied force with μ_s N first; if F_applied < μ_s N, then f_s = F_applied |
| 3 | Using N = mg on an inclined plane | On an incline, N balances mg cos θ, not mg | Always resolve weight: N = mg cos θ |
| 4 | Forgetting μ_k < μ_s | Students sometimes use μ_s for kinetic friction after motion begins | Once sliding, use f_k = μ_k N |
| 5 | Wrong sign in lift problems | Mixing up directions; treating downward acceleration as adding to g | Fix sign convention: upward positive always. W' = m(g + a) up, m(g − a) down |
| 6 | Missing centripetal force source | Writing "centripetal force" as a separate force in FBD | Centripetal force is provided BY real forces (friction, tension, gravity) — not an extra force |
| 7 | Atwood: forgetting T is same throughout string | Students sometimes assign different tensions to each side | For massless string over frictionless pulley, tension is uniform throughout |
| 8 | Momentum conservation when friction acts | Applying conservation of momentum when friction (external force) is present | Conservation of momentum requires F_ext = 0 on the system |
| 9 | Confusing impulse and force | Using F = J/t without considering if force is constant | J = ∫F dt = ; only equals F· for constant force |
| 10 | Wrong component in circular motion | Using mg instead of N or f as centripetal force depending on context | Identify what physical force provides centripetal force in each scenario |
Part of ME-03 — Laws of Motion & Friction
Error Analysis — Common Mistakes in Laws of Motion
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