Users' questions

What is the distance time graph for uniform motion?

What is the distance time graph for uniform motion?

straight line
Distance-Time Graph for Uniform Motion As in uniform motion, the distance time graph would be a straight line, because the equal distance is covered in equal units of time.

How do you calculate uniform motion distance?

The formula for uniform motion is d = rt, meaning distance is equal to rate times time.

  1. d, or distance, refers to the actual length/distance of motion.
  2. r, or rate, refers to the speed and will always contain a ratio between distance and time (as in miles per hour).

Is distance constant in uniform motion?

In Physics, uniform motion is defined as the motion, wherein the velocity of the body travelling in a straight line remains the same. When the distance travelled by a moving thing, is same at several time intervals, regardless of the time length, the motion is said to be uniform motion.

How do you describe motion on a distance time graph?

If an object moves along a straight line, the distance travelled can be represented by a distance-time graph. In a distance-time graph, the gradient of the line is equal to the speed of the object. The greater the gradient (and the steeper the line) the faster the object is moving.

What is the example of non-uniform motion?

Non-Uniform motion is also known as accelerated motion. More examples of non-uniform motion are: Oscillation of pendulum, the motion of a train, a person jogging in the park etc.

What is uniform motion formula?

Uniform motion is defined as the motion in which the object travels in the staright line and the velocity remains constant along the line as it covers equal distance in equal intervals of time. The equation for uniform motion is s = vt.

What is the SI unit of uniform motion?

Uniform motion is a type of motion wherein the object is moving with uniform acceleration. It is not a physical quantity (like mass, speed, force, etc.) which can be measured. Hence, uniform motion cannot have any units.

Does uniform motion have to be in a straight line?

Uniform and Non-Uniform Motion in a Straight Line As the object is covering equal distance in equal interval of time it is said to be uniform motion. Now if the distance covered is not the same in equal intervals of time or the time to cover equal distance is not the same we refer to the motion as non uniform.

What is uniform linear motion with examples?

A car running on a straight road- Let us assume a car which is running on a straight road. During its motion, the car is running with a constant speed and in the same direction. So, the car is moving with the constant velocity and does not have any acceleration. Hence, the motion will be called uniform linear motion.

Is the position vs time graph of uniform linear motion a straight line?

Therefore, the position vs time graph of uniform linear motion is a straight line. And since the slope of the line tangent to the graph at any point t is equal to the instantaneous velocity at t, which is the constant velocity, it follows that the slope of the position vs time graph itself is equal to the constant velocity:

How to draw a graph for uniform motion?

Let’s consider a time interval of 1 second, If a body covers 10 meters in the first 1-second then it should cover 10 meters in every second from there on, this will indicate that the body is in uniform motion. Let’s draw a graph for uniform motion.

Which is the definition of uniform linear motion?

Uniform linear motion refers to linear motion, i.e., motion along a straight line, which is uniform, i.e., with constant velocity. But what does “constant velocity” mean?

Why is the distance time graph a straight line?

Let’s draw a graph for uniform motion. As in uniform motion, the distance time graph would be a straight line, because the equal distance is covered in equal units of time. You can see that there are three bodies A, B and C, all of them are in uniform motion then why do they have different slopes?

https://www.youtube.com/watch?v=DkCw2C-DkT0