Quantrex Quantrex AcademyJEE · NEET · NDA PYQs with solutions Open app
NEET
Exam
NEET
Subject
Physics
Chapter
Oscillations

NEET · Physics · Oscillations

STATEMENT-I:In SHM let x be the maximum speed, y the frequency of...

STATEMENT-I:In SHM let x be the maximum speed, yy the frequency of oscillation and zz the maximum acceleration, then (\left(\frac{x y}{z}\right)) is a constant quantity. and STATEMENT - II : This is because (\left(\frac{\mathrm{xy}}{\mathrm{z}}\right)) becomes a dimensionless quantity

Options

  1. AStatement-I is true, statement-II is true and statement-II is correct explanation for statement-I.
  2. BStatement-I is true, statement-II is true and statement-II is NOT the correct explanation for statement-I.
  3. CStatement-I is true, statement-II is false.
  4. DStatement-I is false, statement-II is true.

Correct answer

A. Statement-I is true, statement-II is true and statement-II is correct explanation for statement-I.

Step-by-step solution

- Statement I: In SHM, the expression (\frac{x y}{z}), where xx is the maximum speed, yy is the frequency, and zz is the maximum acceleration, is a constant quantity. This is true. In SHM, there is a relationship between maximum speed (xx), maximum acceleration (zz), and frequency (yy), and their ratio leads to a constant dimensionless quantity. - Statement II: The reason (\frac{x y}{z}) is constant is that it forms a dimensionless quantity. This is true, as dividing quantities with appropriate dimensions can result in a dimensionless constant. Since both statements are true, and Statement II provides a valid reason for Statement I, the correct answer is (1).
Practice Oscillations on Quantrex Academy →

More from Oscillations

A simple pendulum oscillating in air has a period of 3 second. If it is immersed in a… MHT CET Medical 2026Identify the equation that DOES NOT represent oscillatory motion. (A is amplitude of… MHT CET Medical 2026The potential energy of a simple harmonic oscillator when the particle is at (3)/(4)A… MHT CET Medical 2026Two SHM's x_1 = a (ω t + (3π)/(2)) and x_2 = a ( ω t + π) are superimposed on each other.… MHT CET Medical 2026The average acceleration of a particle performing S.H.M. over two complete oscillations… MHT CET Medical 2026The periodic time of a simple pendulum, (the simple pendulum with its bob is in air) is… MHT CET Medical 2026The graph shows variation of displacement of a particle performing SHM with time t. which… MHT CET Medical 2026Two particles A and B execute S.H.M.s of periods T and (5T)/(2) . If they start from the… MHT CET Medical 2026 Full Oscillations list All NEET PYQs