The figure represents the momentum time $( p - t )$ curve for a particle moving along an axis under the influence of the force. Identify the regions on the graph where the magnitude of the force is maximum and minimum respectively ?
If $\left({t}_{3} - {t}_{2}\right) < {t}_{1}$

Question

The figure represents the momentum time $( p - t )$ curve for a particle moving along an axis under the influence of the force. Identify the regions on the graph where the magnitude of the force is maximum and minimum respectively ?

If $\left({t}_{3} - {t}_{2}\right) < {t}_{1}$

The figure represents the momentum time ( p - t ) curve for a particle moving along an axis under the influence of the

Quantrex Academy · Accepted Answer

Correct answer: C. c and b

From Newton's second, |F| = |(d p)/(d t)| = |slopeofp - tcurve| From the given graph, we can see that slope of region c is maximum and slope of region b is minimum. Thus, | F _ c | > | F _ a | > | F _ b |.

The figure represents the momentum time ( p - t ) curve for a...

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