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Questions and Answers
What is the expression for elastic potential energy in a spring block system?
What is the expression for elastic potential energy in a spring block system?
What does the expression $\tau = \frac{dL}{dt}$ represent?
What does the expression $\tau = \frac{dL}{dt}$ represent?
What is the formula for centripetal acceleration in uniform circular motion?
What is the formula for centripetal acceleration in uniform circular motion?
How is the maximum height in projectile motion determined?
How is the maximum height in projectile motion determined?
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What is the formula for gravitational potential energy between two particles?
What is the formula for gravitational potential energy between two particles?
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What does the asymptotic behavior of the escape speed depend on?
What does the asymptotic behavior of the escape speed depend on?
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Which of the following best describes the law of conservation of momentum?
Which of the following best describes the law of conservation of momentum?
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What is the expression for maximum horizontal range in projectile motion?
What is the expression for maximum horizontal range in projectile motion?
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Study Notes
Chapter Motion in a Straight Line
- Derive three kinematic equations using calculus
- Motion in a Plane
- Projectile motion: derive trajectory equation, time of flight, max horizontal range, max height
- Uniform circular motion: derive expression for centripetal acceleration
Chapter Laws of Motion
- Conservation of Momentum
- Banking of roads: derive expression for max permissible speed on a banked road
Chapter Work, Energy & Power
- Work-energy theorem: derive using calculus
- Vertical circle: obtain speed at lowest and highest points
- Elastic potential energy in a spring block
- Head-on elastic collision in one dimension: obtain final velocities of colliding objects
Chapter Rotational Motion
- Derive T = dL/dt, L = Iω, T = Iα
- Rotational Kinetic Energy
- Kinetic Energy of an object rolling without slipping
Chapter Gravitation
- Acceleration due to gravity (g) on Earth's surface, at altitude h, and depth d
- Gravitational potential energy for two particle system
- Escape speed
- Orbital speed of a satellite
Chapter Fluids
- Bernoulli's Theorem
- Terminal velocity of a sphere through viscous fluid
- Excess pressure inside a soap bubble/liquid drop
- Ascent formula for capillary rise
Chapter Kinetic Theory of Gases
- Gas pressure expression: P= 1/3 * N * vrms2
- Kinetic interpretation of temperature: E = 3/2 KT
- Prove Cp – Cv = R (Mayer's Formula)
- Obtain Cp/Cv for monoatomic, diatomic, and polyatomic gases
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Description
Test your knowledge on key concepts from Physics, focusing on motion in a straight line, laws of motion, work and energy, rotational motion, and gravitation. This quiz covers derivations, equations, and principles that are essential for understanding classical mechanics. Perfect for students preparing for exams or wanting to reinforce their learning.
