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  • Stuck here, help me understand: - Oscillations and Waves - JEE Main-4

Angular velocities of three bodies in SHM are, \omega _{1}, \omega _{2} & \omega _{3} with aplitudes A_{1}, A_{2} & A_{3}. If all bodies have same mass and velocity then 

  • Option 1)

    A_{1}\omega_{1} = A_{2}\omega_{2} = A_{3}\omega_{3}

  • Option 2)

    A_{1}\omega_{1}^{2} = A_{2}\omega_{2}^{2} = A_{3}\omega_{3}^{2}

  • Option 3)

    A_{1}^{2}\omega_{1} = A_{2}^{2}\omega_{2} =A_{3}^{2}\omega_{3}

  • Option 4)

    A_{1}^{2}\omega_{1}^{2} = A_{2}^{2}\omega_{2}^{2} = A_{3}^{2}\omega_{3}^{2}

 

Answers (1)

best_answer

v = A\omega


Option 1)

A_{1}\omega_{1} = A_{2}\omega_{2} = A_{3}\omega_{3}

This is correct.

Option 2)

A_{1}\omega_{1}^{2} = A_{2}\omega_{2}^{2} = A_{3}\omega_{3}^{2}

This is incorrect.

Option 3)

A_{1}^{2}\omega_{1} = A_{2}^{2}\omega_{2} =A_{3}^{2}\omega_{3}

This is incorrect.

Option 4)

A_{1}^{2}\omega_{1}^{2} = A_{2}^{2}\omega_{2}^{2} = A_{3}^{2}\omega_{3}^{2}

This is incorrect.

Posted by

prateek

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