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For work done to be maximum, the angle between the force and displacement should be ______.

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Question

For work done to be maximum, the angle between the force and displacement should be ______.

Options

  • \[0^\circ\]

  • \[30^\circ\]

  • \[45^\circ\]

  • \[90^\circ\]

MCQ
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Solution

For work done to be maximum, the angle between the force and displacement should be 0°.

Explanation:

Work done is \[W = FS\cos\theta\]. The value of \[\cos\theta\] is maximum (= 1) at \[\theta = 0^\circ\], giving \[W_{\max} = FS\]. At \[30^\circ\], \[45^\circ\] and \[90^\circ\], \[\cos\theta\] is less than 1 or zero, so the work is not maximum.

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Chapter 2: Work, Energy and Power - EXERCISE - 2(A) [Page 30]

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Selina Concise Physics [English] Class 10 ICSE
Chapter 2 Work, Energy and Power
EXERCISE - 2(A) | Q (A) 1. | Page 30
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