In figure, time and distance graph of a linear motion is given. Two positions of time and distance recorded and when `T=0,\ D=2\ a n d\ w h e n\ T=3,\ D=8.` Using the concept of slope, find law of motion i.e. how distance depends upon time.

In Figure,time and distance graph of a linear motion is given.Two positions of time and distance are recorded as,when T=0,D=2 and when T=3,D=8. Using die concept of slope,find law of motion,i.e.,how distance depends upon time.

The velocity time graph of a linear motion is shown in the figure. The distance from the starting point after 8 seconds will be .

The velocity-time graph of a linear motion os shown figure. The distance from the starting point after 8 sec is.

The velocity-time graph of a linear motion is shown in figure. The displacement & distance from the origin after 8 sec is :-

Acceleration - time graph for a particle is given in figure. If it starts motion at t = 0, distance travelled in 3 s will be ,br>

During one dimensional motion on x-axis Velocity time graph for particle is given. Find total distance during (t = 0 sec) to (t = 6 sec)

Given below is the distance vs time graph d=5t , where d is distance and t is time. Read the graph carefully and answer the questions given below: Find the distance covered when time is 3 sec. (ii) Find the distance covered in 5 seconds. (iii) Find the time in which the body covered 30 m.

Figure shows the speed versus time graph for a particle. Find the distance travelled by the particle during the time t=0 to t=3s.

The position - time graph for a particle moving along a straight line is shown in figure. The total distance travelled by it in time t = 0 to t = 10 s is