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 $$t_3 - t_2 < t_1$$

Given ,

A momentum-time graph is given,

p-t

momentum p=mv

as m is constant , graph is directly proportional to v

so the slope of the graph is the acceleration

$$\ F=ma$$

So higher the slope higher the Force

Observe the graph, order of slopes is

c>b>a

Therefore maximum force is in c and minimum force is in b

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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 $$t_3 - t_2 < t_1$$