How do you find the distance and displacement of a circular path?

For example, if a body moves along a circle of radius r and covers half the circumference, then displacement is given by s=2r. In one-dimensional motion displacement of the object will be the shortest distance between final and initial point.

What is the distance and displacement of a circle whose radius is R?

Where r is radius of circle. When particle covers half the circle, it is diametrically opposite to the starting point of its motion. Therefore shortest distance is equal to diameter of circle or 2× r is a displacement. Hence displacement is equal to diameter or 2 times the radius of circle.

What is the distance travel by a man if he completes a circular path of radius 7 m?

➟ Distance = 22/7(7) = 22 m. Hence, speed of man is 11/30 m/s.

How do you find the distance traveled in a circle?

The distance around a circle is equivalent to a circumference and calculated as 2•pi•R where R is the radius.

When the object moving in a circular path the displacement of the object for one rotation is?

Displacement will be zero.

When an object moves on a circular path which has radius r What is the distance traveled by object to complete a round of it?

R is the radius of the circle. The distance travelled by the particle for complete half revolution will be half the circumference. Hence distance travelled will be \[\pi r\]. So, the correct answer is “Option A”.

What will be the distance and displacement when an object moves uniformly on a circle having radius of 7 cm?

Estimate the distance covered and displacement when the particle (i) covers half circular path and (ii) completes the total circular path once. = 2πr=2×227×7=44 cm. Displacement is the length of straight line AB i.e., the diameter of the circle. …

Is moving in a circular path?

In physics, circular motion is a movement of an object along the circumference of a circle or rotation along a circular path. Since the object’s velocity vector is constantly changing direction, the moving object is undergoing acceleration by a centripetal force in the direction of the center of rotation.