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The kinetic energy (KE) versus time graph for a particle moving along a straight line is as shown in the figure. The force versus time graph for the particle may be
image
A. image
B. image
C. image
D. image

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2 Answers

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Correct Answer - D
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Correct option is (D) 

The above graph shows that Kinetic energy is proportional to time.

i.e, Ek ​∝ t ⇒ v2 ∝ t

Or v = ct ​........... where c′ is the constant of propotionality

Or \(a = \frac {dv}{dt} =\frac c{2\sqrt t}\)

And F = ma 

Therefore,

\(F = m \frac c {2\sqrt t}\)

\(F \propto \frac 1{\sqrt t}\)

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