NEET Physics: Oscillations — MCQ Test 15

Q6. A simple pendulum has a frequency of \( 0.25 \, \text{Hz} \) on Earth (\( g = 9.8 \, \text{m/s}^2 \)). What is its length?

Q7. Which statement best explains why uniform circular motion is not considered oscillatory despite being periodic?

Q8. What is the effect on the frequency of a simple pendulum if it is taken to a planet where gravity is one-fourth that of Earth?

Q9. What distinguishes the oscillatory nature of a pendulum from the periodic motion of a planet in orbit?

Q10. A pendulum oscillates with a period of \( 1.5 \, \text{s} \) on Earth (\( g = 9.8 \, \text{m/s}^2 \)). What is its length?

NEET Physics — Oscillations

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What happens to the frequency of a spring-mass system if the spring constant is quadrupled and the mass is halved?

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About this NEET MCQ Test

This page provides a free online MCQ test for NEET Physics preparation, focusing specifically on the chapter Oscillations. It contains 10 carefully selected multiple-choice questions (MCQs) designed to test your conceptual understanding and exam readiness.

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Key concepts covered in this specific test include Frequency, Constant, Quadrupled, Function, Represents, and Harmonic.

Taking these timed MCQ tests helps you simulate the real NEET exam environment. Detailed step-by-step explanations are provided for every question to help you learn from your mistakes and strengthen your fundamentals.

Preview of Questions in this Test

Q1. What happens to the frequency of a spring-mass system if the spring constant is quadrupled and the mass is halved?

  • A. It remains unchanged
  • B. It increases by a factor of \( 2\sqrt{2} \)
  • C. It doubles
  • D. It halves

Q2. A spring-mass system has \( m = 1.25 \, \text{kg}, k = 500 \, \text{N/m} \). What is its angular frequency?

  • A. 15 rad/s
  • B. 20 rad/s
  • C. 25 rad/s
  • D. 30 rad/s

Q3. Which function represents simple harmonic motion? (\( \omega \) is a positive constant)

  • A. \( \cos \omega t + \sin 2\omega t \)
  • B. \( 4 \sin (\omega t + \frac{\pi}{6}) \)
  • C. \( e^{\omega t} \)
  • D. \( \sin^2 \omega t \)

Q4. A particle’s x-projection from circular motion is \( x = 6 \cos (3t) \) (in m). What is its maximum acceleration?

  • A. 40 m/s²
  • B. 48 m/s²
  • C. 54 m/s²
  • D. 60 m/s²

Q5. Which function represents SHM? (\( \omega \) is a positive constant)

  • A. \( 6 \sin (2\omega t - \frac{\pi}{4}) \)
  • B. \( \sin \omega t + \cos 3\omega t \)
  • C. \( e^{\omega t} \)
  • D. \( \cos^3 \omega t \)

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