When displacement is directly proportional to square of time?

Answer: (b) uniform acceleration When the rate of change of velocity with time of a body is constant then the object is said to be uniformly accelerated or in other words in uniform acceleration, the displacement of an object is proportional to square of time.

Is displacement directly proportional to velocity?

The displacement of a moving object is directly proportional to both velocity and time. Move faster.

How is s square directly proportional?

Answer:S is directly proportional to t^ Were acceleration is constant . hence object moves with uniform motion. Thus,the object moves with uniform acceleration.

How is velocity proportional to distance?

3.1 Introducing proportionality The average velocity is calculated as the distance travelled, d divided by the time taken, t. If the time taken is kept fixed, but I travel at a higher velocity, I will travel further (d is greater). We can say that the velocity is directly proportional to the distance travelled.

When displacement of a body is directly proportional to the square of the time then the body is moving with uniform acceleration?

Assertion (A): When the displacement of a body is directly proportional to the square of the time. Then the body is moving with uniform acceleration. Reason (R): The slope of velocity-time graph with time axis gives acceleration. Both A and R are true and R is the correct explanation of A.

When the distance Travelled by a body is directly proportional to time it is Travelling with?

uniform speed
When the distance travelled by an object is directly proportional to the time it is said to travel with uniform speed.

What happens to velocity when displacement increases?

For a constant velocity the displacement increases by a fixed amount in each unit of time, and this varies as the value of the velocity changes. If the velocity is increasing then the increments will increase – a concave curve.

Are displacement and velocity inversely proportional?

Yes,displacement is directly proportional to velocity if time is constant.

Is distance directly proportional to velocity squared?

Is time directly proportional to distance?

– When the speed is constant, time is directly proportional to distance. – When time is constant, then speed is directly proportional to distance. – When the distance is constant, then speed is inversely proportional to time.