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GenEval — Physics Batch · 35 papers
AI evaluating…0/5 done
StudentStatusScorePctGrade
Arjun Sharma
PHY-001
Queued
Priya Verma
PHY-002
Queued
Rahul Singh
PHY-003
Queued
Meera Patel
PHY-004
Queued
Karan Mehta
PHY-005
Queued
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80%
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Time
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Physics — Class XII · Roll No: 2026-042
Answer sheet · Scanned PDF · 8 pages
Q1. State Newton's Third Law of Motion and give a real-life example. (10 marks)
Every action has an equal and opposite reaction. Example: When we push a wall, the wall pushes us back with the same force in the opposite direction.
Q2. Derive the expression for kinetic energy from work-energy theorem. (15 marks)
Work done = Force × Displacement. W = F·s = ma·s. Using v² = u² + 2as → s = (v²-u²)/2a. Therefore W = ma·(v²-u²)/2a = ½m(v²-u²). If u=0, KE = ½mv².
Q3. What is the significance of coefficient of friction? Derive its expression. (10 marks)
Coefficient of friction is ratio of friction force to normal force. μ = F/N. Higher μ means more friction between surfaces.

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GenTutor
Remedial · Physics · Electrostatics
Week 1Week 2Week 3 ●Week 4Week 5
Your score in Electrostatics was 31/75. The main gap is Gauss's Law application. Let me explain it.
Gauss's Law: ∮E·dA = Q_enc/ε₀. Choose a surface where E is constant. For a sphere of radius r: E × 4πr² = Q/ε₀ → E = Q/(4πε₀r²).
Why do we choose that particular surface?
Symmetry. If the charge distribution has spherical symmetry, E is identical at every point on the sphere — so it factors out of the integral cleanly.
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