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A particle of mass 5g is executing SHM. ...

A particle of mass 5g is executing SHM. The velocity of the particle when it crosses the midpoint of its motion is `10cm*s^(-1)`. What will be its total mechanical energy?

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The correct Answer is:
250 erg
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At which points of its path, the velocity of a particle executing SHM becomes zero?

A particle is executing SHM. If time is measured from when it is at one end of its path of motion, calculate the ratio of its kinetic energy to the potential energy at t=T/12 . Here T is the time period of the motion. Suppose the initial phase is zero.

Knowledge Check

  • A particle executing SHM follows a straight path of length l. The amplitude of its motion is

    A
    2l
    B
    l
    C
    `l/2`
    D
    `l/4`

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    A
    2l
    B
    l
    C
    `l/2`
    D
    `l/4`

  • A particle is executing SHM with frequency f. The frequency of the variation of its kinetic energy is

    A
    `f/2`
    B
    f
    C
    2f
    D
    4f

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    At _____ points of its path, the velocity of a particle executing SHM becomes zero

    A particle executing SHM starts from one end of its path. If the time period of the particle is T, then what will be the ratio of its kinetic energy and potential energy after a time of T/12 ?

    A particle of mass m has momentum p. What is its kinetic energy ?

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