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In simple harmonic motion, when the disp...

In simple harmonic motion, when the displacement is minimum then

A

K.E is maximum and P.E. is minimum

B

P.E is maximum and K.E. is minimum

C

Both K.E and P.E are maximum

D

Both P.E and K.E are minimum

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A
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Knowledge Check

  • In a simple harmonic motion

    A
    the potential energy is always equal to the kinetic energy
    B
    the potential energy is never equal to the kinetic energy
    C
    the average potential energy in any time interval is equal to the average kinetic in that time interval
    D
    the average potential energy in the time period is equal to the average kinetic energy in this period

  • A body is executing simple harmonic motion. At a displacement x its potential energy is E_1 and at a displacement y its potential energy is E_2 . The potential energy (E) at a discplcement (x+y) is,

    A
    `sqrt(E)=sqrt(E_1)-sqrt(E_2)`
    B
    `sqrt(E)=sqrt(E_1)+sqrt(E_2)`
    C
    `E=E_1+E_2`
    D
    `E=E_1-E_2`

  • The total energy of a particle, executing simple harmonic motion is : (x is displacement of the particle)

    A
    `prop x`
    B
    `prop x^2`
    C
    independent of x
    D
    `prop x^(1//2)`

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    (A) : In simple harmonic motion, the motion is to and fro and periodic. (R) : Velocity of the particle omega x^(2) where .x. is displacement as measured from extreme position.

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