Work, Energy and Power mein work-energy theorem, conservation of energy aur collisions cover hote hain — numericals ka favourite chapter. Yahan aapko is chapter ke sabse important formulas aur quick revision points free milte hain — NCERT/CBSE syllabus ke hisaab se, boards aur JEE/NEET dono ke liye.
Important Formulas & Concepts — Work, Energy and Power
- W = F·s·cosθ
- Kinetic energy KE = ½mv² = p²/2m
- Work-energy theorem: W_net = ΔKE
- Potential energy: U = mgh; spring PE = ½kx²
- Power P = W/t = F·v
- Elastic collision (1D): v₁ = [(m₁−m₂)u₁ + 2m₂u₂]/(m₁+m₂)
- Coefficient of restitution e = (v₂−v₁)/(u₁−u₂)
- Vertical circle: v_min at top = √(gr); at bottom = √(5gr)
Quick Revision Points
- Conservative force ka W path par depend nahi karta (gravity, spring)
- Friction non-conservative hai — energy heat mein jati hai
- Perfectly inelastic collision mein KE loss maximum
- 1 HP = 746 W; 1 kWh = 3.6 × 10⁶ J
- Power = dW/dt = F·v — variable force mein calculus lagao
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FAQ
Collisions JEE mein kaise puchte hain?
e (restitution), energy loss aur 2D collision variations — complete notes mein saare cases solved hain.
Kya derivations included hain?
Haan, work-energy theorem aur vertical circle ki full derivations PDF mein hain.
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