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CBSE Class 11 (Science) Kinetic Theory & Oscillations — practice questions — page 5

Explore 180 free Kinetic Theory & Oscillations questions in CBSE Class 11 (Science) Physics. Open each question or exercise to read its content, reference answers and available explanation.

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Kinetic Theory & Oscillations questions and exercises with answers

Showing questions 121–150 of 180.

What happens to the net restoring force on a spring mass at the equilibrium position?Read the answer and worked solution →A mass on a spring moves toward equilibrium. What happens to the restoring force?Read the answer and worked solution →Why does an oscillating mass pass through x = 0 instead of stopping there?Read the answer and worked solution →What does a mass-spring system exhibit when energy is lost from the system?Read the answer and worked solution →Simple harmonic motion is a special type of which motion?Read the answer and worked solution →SHM is described in time by which kind of function?Read the answer and worked solution →Which technique builds complicated periodic motion from simple harmonic motions?Read the answer and worked solution →Which change leaves the period of a mass on a spring unchanged?Read the answer and worked solution →A constant extra force acts on a mass oscillating on a spring. What happens to its period?Read the answer and worked solution →A 0.25 kg mass hangs on a spring of constant 100 N/m. What is its period?Read the answer and worked solution →The mass on a spring is made four times larger. What happens to the period?Read the answer and worked solution →SHM can be viewed as a projection of which motion onto a line?Read the answer and worked solution →A body moves uniformly on a circle of radius r. Its projection on a diameter has what amplitude?Read the answer and worked solution →What does it mean that SHM is isochronous?Read the answer and worked solution →In SHM, the acceleration is directly proportional to which quantity?Read the answer and worked solution →Without friction, what is true of the total mechanical energy in SHM?Read the answer and worked solution →A Scotch yoke mechanism converts rotary motion into which motion?Read the answer and worked solution →For which swing angles is a simple pendulum approximately in SHM?Read the answer and worked solution →Which approximation lets a pendulum be treated as SHM?Read the answer and worked solution →What is the period of a 1.0 m simple pendulum where g = 9.8 m/s^2?Read the answer and worked solution →A pendulum clock is taken to the Moon, where g is smaller. What happens to its period?Read the answer and worked solution →What is a pendulum?Read the answer and worked solution →Which force provides the restoring force on a displaced pendulum?Read the answer and worked solution →Who invented the pendulum clock in 1656?Read the answer and worked solution →What replaced the pendulum clock as the world's standard timekeeper in the 1930s?Read the answer and worked solution →What did Foucault's pendulum of 1851 demonstrate?Read the answer and worked solution →How long was the cord of Foucault's pendulum hung in the Paris Pantheon?Read the answer and worked solution →Pendulums were historically used as gravimeters to measure what?Read the answer and worked solution →A pendulum clock ran slower at Cayenne than at Paris. What did Richer deduce?Read the answer and worked solution →A clock pendulum bob is moved up the rod. What happens to the clock?Read the answer and worked solution →

Worked practice questions

What happens to the net restoring force on a spring mass at the equilibrium position?

  1. It is at maximum
  2. It is half maximum
  3. It vanishes entirely
  4. It doubles in size
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Correct answer: C. It vanishes entirely

At the equilibrium position the displacement is zero, so the restoring force F = -kx is zero.

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A mass on a spring moves toward equilibrium. What happens to the restoring force?

  1. It rises sharply
  2. It stays constant
  3. It turns infinite
  4. It decreases
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Correct answer: D. It decreases

The force is proportional to displacement, which shrinks as the mass approaches equilibrium.

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Why does an oscillating mass pass through x = 0 instead of stopping there?

  1. It has momentum there
  2. Force is maximum there
  3. Friction vanishes there
  4. Gravity pulls it on
Show answer and solution

Correct answer: A. It has momentum there

The force is zero at x = 0 but the mass carries momentum gained while accelerating, so it overshoots.

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