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Mind Map: Work, Power and Energy

Mind Map: Work, Power and Energy

The document Mind Map: Work, Power and Energy is a part of the NEET Course Physics Class 11.
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FAQs on Mind Map: Work, Power and Energy

1. What's the difference between work, power and energy in physics for NEET?
Ans. Work is force applied over distance (W = F × d), energy is capacity to perform work, and power is how fast work gets done (P = W/t). Understanding these relationships is crucial for Class 11 Physics. Work transfers energy between objects, while power measures the rate of energy transfer. All three concepts interconnect in mechanics problems.
2. How do I calculate work done when force and displacement aren't in the same direction?
Ans. Work done equals force multiplied by displacement's component in force's direction: W = F × d × cos(θ). Here, θ is the angle between force and displacement vectors. When force acts perpendicular to motion (θ = 90°), work is zero. This distinction prevents common calculation errors in NEET problems involving inclined planes and friction.
3. Why is kinetic energy always positive even when velocity direction changes?
Ans. Kinetic energy depends on velocity squared (KE = ½mv²), making it always positive regardless of direction. Speed magnitude matters, not direction's sign. This explains why an object moving backwards has the same kinetic energy as moving forwards at identical speed. The work-energy theorem uses this principle to relate net work to kinetic energy changes.
4. What's the relationship between gravitational potential energy and work against gravity?
Ans. Gravitational potential energy (PE = mgh) represents work stored when lifting objects against gravity. Work done against gravitational force equals the increase in potential energy gained. At higher altitudes, gravitational potential energy increases, storing mechanical energy. The work-energy theorem connects these concepts when objects move vertically or along inclined surfaces.
5. How do conservative and non-conservative forces affect mechanical energy conservation in problems?
Ans. Conservative forces (gravity, spring force) conserve mechanical energy; non-conservative forces (friction, air resistance) dissipate it as heat. Mechanical energy remains constant with only conservative forces acting. When friction or drag appears, total mechanical energy decreases, requiring energy conservation including heat loss. Understanding force classification helps solve NEET problems about energy transformations accurately.
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