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.

In fig 10.9 , 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 the concept of slope, find law of motion , i.e., how distance depends upon time.

In the 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 the concept of slope, find law of motion, i.e., how distance depends upon time.

In fig 10.9 , time and distance graph of a linear motion is given. Two positions of time and distance are recorder as, when T = 0, D = 2 and when 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 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 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 the figure, time- distance graph of a linear relation is given : Two positions of time and distance recorded as: When T = 0, D = 2 and when T = 3, D = 8. Using the concept of slope, find the law of motion i.e. how distance depends upon time.

In fig.23.4 time and distance graph f a linear motion is given.Tow positions of time and distance recorded and when T=0,D=2 and when T=3,D=8 . Using the concept of slope,find law of motion i.e.how distance depends upon time.

The v-t graph of a linear motion is shown in adjoining figure. The distance from origin after 8 seconds is -

The velocity-time graph of a linear motion is shown below. The distance from the origin after 8 seconds is :