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Displacement vs time graph

A displacemen...

Question

A displacement $s$ v/s time $t$ curve of a particle is shown in the figure. The maximum instantaneous velocity $v_{m}$ of the particle is around the point

S

with

v_{m} \approx 2 m / s

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R

and

v_{m} \approx 2 m / s

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Q

and

v_{m} \approx 1 m / s

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R

and

v_{m} \approx 0.5 m / s

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Solution

The correct option is B $R$ and $v_{m} \approx 2 m / s$
The slope of the displacement – time graph is maximum at $R$ . It is easy to see that the slope decrease on the left as well as on the right of $R$ .
The velocity at $R$ is $v_{m} = \frac{Δ s}{Δ t} \approx \frac{0.5}{0.25} = 2 m / s$

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A displacement s v/s time t curve of a particle is shown in the figure. The maximum instantaneous velocity vm of the particle is around the point

The correct option is B R and vm≈2 m/sThe slope of the displacement – time graph is maximum at R. It is easy to see that the slope decrease on the left as well as on the right of R. The velocity at R is vm=ΔsΔt≈0.50.25=2 m/s

A displacement $s$ v/s time $t$ curve of a particle is shown in the figure. The maximum instantaneous velocity $v_{m}$ of the particle is around the point

The correct option is B $R$ and $v_{m} \approx 2 m / s$
The slope of the displacement – time graph is maximum at $R$ . It is easy to see that the slope decrease on the left as well as on the right of $R$ .
The velocity at $R$ is $v_{m} = \frac{Δ s}{Δ t} \approx \frac{0.5}{0.25} = 2 m / s$