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Q. Statement I: The total energy of a pa...

Q. Statement I: The total energy of a particle performing simple harmonic motion could be negative. Statement II: Potential energy of a system could be magnetic.

A

Statement I is true statement II is true, Statement II is a correct explanation for Statement I.

B

Statement I is true statement II is true, Statement II is NOT a correct explanation for Statement I.

C

Statement I is true, Statement II is false

D

Statement I is false, Statement II is true

Text Solution

Verified by Experts

The correct Answer is:
A

Total energy of the particle performing simple harmonic motion is `E=K+U=k_(max)+U_(min)`. K is always positive, while U could be `+ve`, `-ve` or zero. If `U_(min)` is `-ve` and its value is greater than `K_(max)` then E would be `-ve`.
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Knowledge Check

  • The total energy of particle performing SHM depend on : -

    A
    K, a, m
    B
    K, a
    C
    K, a, x
    D
    K, x
  • The total energy of a particle executing simple garmonic motion is (x- displacement)

    A
    `prop x`
    B
    `prop x^(2)`
    C
    Independent of `x`
    D
    `prop x^(1//2)`
  • Potential energy of the particle performing S.H.M. is

    A
    harmonic motion and oscillatory
    B
    periodic motion but not oscillatory
    C
    oscillatory motion but not periodic
    D
    periodic and oscillatory motion
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