Graphical Representation of Motion

The graph in figure shows the movement of a car over a period of 50 s. What distance was travelled by the car while its speed was decreasing?

_____ of a body within a definite interval of time is equal to the area of the portion under velocity-time graph.

Following graph represent a body moving with constant velocity.

When $v-t$ graph has _____ slope, acceleration is negative.

The graph given below represents _____.

A car of mass $1500 \mathrm{kg}$ is moving with a velocity of $20 \mathrm{m} {\mathrm{s}}^{-1}$. If the velocity-time graph for this car is a horizontal line parallel to the time axis, then the velocity of the car at the end of $25 \mathrm{s}$ will be:

The physical quantity which is represented by the area under the line of velocity-time graph is _____.

When $v-t$ graph has negative slope, acceleration is:

_____ of a body within a definite interval of time is equal to the area of the portion under velocity-time graph.

When will be the slope of velocity-time graph be zero?

A car travels in the same speed in the same direction for a time $\mathrm{t} \sec$. Draw the velocity-time graph of the same.

Negative slope of a v-t graph signifies _____.( acceleration/ retardation)

Area enclosed by a velocity-time curve gives _____ of the body.

v-t graph for uniform velocity is _____to time axis.

Plot a distance-time graph for the following data and state the type of motion.

Draw a velocity-time graph to represent uniform motion.

What does area under a velocity-time graph signify?

The distance time graph is a straight line parallel to X-axis. What type of motion is shown here?

What will the v-t curve for a car parked on roadside look like?

Draw a velocity time graph for an object in uniform motion. Show that the slope of velocity-time gives acceleration of the object.