Figure shows the graph of x-coordinate of a particle moving along x-axis as a function of time. Average velocity during t=0 to 6 s and instantaneous velocity at t=3 s respectively, will be

Question

Figure shows the graph of x-coordinate of a particle moving along x-axis as a function of time. Average velocity during t=0 to 6 s and instantaneous velocity at t=3 s respectively, will be (A) 10 m / s , 0 (B) 60 m / s , 0 (C) 0,0 (D) 0,10 m / s

Tardigrade Admin · Accepted Answer

From 0 to 6 s arrow Displacement =0 so, average velocity =0 at t=3 s, the displacement =0, so v=0

Q. Figure shows the graph of $x$ -coordinate of a particle moving along $x$ -axis as a function of time. Average velocity during $t = 0$ to $6 s$ and instantaneous velocity at $t = 3 s$ respectively, will be

10 m / s , 0

60 m / s , 0

0,0

0,10 m / s

From 0 to $6 s \to$ Displacement $= 0$
so, average velocity $= 0$
at $t = 3 s$ , the displacement $= 0$ , so $v = 0$

Q. Figure shows the graph of x-coordinate of a particle moving along x-axis as a function of time. Average velocity during t=0 to 6s and instantaneous velocity at t=3s respectively, will be

10 m / s , 0

60 m / s , 0

0,0

0,10 m / s

From 0 to 6s→ Displacement =0 so, average velocity =0 at t=3s, the displacement =0, so v=0

Q. Figure shows the graph of $x$ -coordinate of a particle moving along $x$ -axis as a function of time. Average velocity during $t = 0$ to $6 s$ and instantaneous velocity at $t = 3 s$ respectively, will be

From 0 to $6 s \to$ Displacement $= 0$
so, average velocity $= 0$
at $t = 3 s$ , the displacement $= 0$ , so $v = 0$