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The displacement-time graphs of two particles A and B are straight lines making angles of 30° and 60° respectively with the time axis. If the velocity of A is vA and that of B is vB -

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Question

The displacement-time graphs of two particles A and B are straight lines making angles of 30° and 60° respectively with the time axis. If the velocity of A is vA and that of B is vB, the value of vA/vB is ______.

Options

  • 1/2

  • 1/`sqrt3`

  • `sqrt3`

  • 1/3

MCQ
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Solution

The displacement-time graphs of two particles A and B are straight lines making angles of 30° and 60° respectively with the time axis. If the velocity of A is vA and that of B is vB, the value of vA/vB is 1/3.

Explanation:

v= tan 30° and v= tan 60°

∴ `"v"_"A"/"v"_"B"=(tan30°)/(tan60°)`

= `(1//sqrt3)/sqrt3`

= `1/3`

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