A particle reaches its highest point at an instant of covering 1/2 of range. The corresponding position on displacement-time graph is characterised by.

Question

A particle reaches its highest point at an instant of covering 1/2 of range. The corresponding position on displacement-time graph is characterised by. (A) negative slope and zero curvature (B) positive slope and zero curvature (C) zero slope and negative curvature (D) Zero slope and non-zero curvature

Tardigrade Admin · Accepted Answer

The vertical displacement vs time graph has the same from as the trajectory of the particle. At the topmost point, the slope is zero, but the curvature is non-zero

Q. A particle reaches its highest point at an instant of covering 1/2 of range. The corresponding position on displacement-time graph is characterised by.

negative slope and zero curvature

positive slope and zero curvature

zero slope and negative curvature

Zero slope and non-zero curvature

The vertical displacement vs time graph has the same from as the trajectory of the particle. At the topmost point, the slope is zero, but the curvature is non-zero