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After traversing 1/2 of a circular track with radius 'R', the body has effectively moved from one end of a diameter to the other end of the same diameter. The distance traveled is 1/2 the circumference = (pi)D/2 = (pi)R. The displacement is D = 2R. The ratio of displacement to distance = (2R)/(piR) = 2/pi= 0.63662 (rounded), independent of 'R'.

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Q: A body is moving long the circumference of the circle of radius R and completes half of the revolutionThen the ratio of its displacement to distance is?
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What will be the distance and displacement of the body when it completes half a revolution if a body is moving along a circular path of radius R?

The distance traveled by the body when it completes half a revolution along a circular path of radius R is equal to the circumference of half the circle, which is πR. The displacement of the body would be zero as it returns to the same starting point after completing half a revolution.


Can a body have distance without displacement give an example?

Yes, a body can have distance without displacement. For example, if a car drives in a circular track and returns to its starting point, it will have covered a certain distance during the trip, but its displacement will be zero since it ended up at the same position where it started.


An athlet completes one round of a circular track of diameter 200m in 40s what will be the distance covered and the displacement at the end of 2 minutes 20s?

Distance covered - 2199m Displacement - 200m Distance covered - 2199m Displacement - 200m


How do you get the distance and displacement if the circumference is given?

If the circumference of the object's circular path is given, you can find the distance traveled by using the formula: distance = circumference. Displacement, on the other hand, is the shortest distance between the initial and final points, which can be less than the circumference depending on the path taken.


A paricle moves along a circular path of radius r and completes a half circle calulate the distance traveled by the particle and the dispalcement of the particle?

distance = 1/2 circumference displacement = 2 r (special case because exactly half of the circle was travelled) circumference = 2*pi*r 1/2 circumference = 1/2*2*pi*r = pi * r


What is the displacement of the earth when it completes one revolution around the sun?

Displacement is the straight-line distance between the starting and ending points. The displacement in the course of one complete revolution is zero.


What is the displacement of satellite when it completes a round along its circular path explain?

The displacement of a satellite when it completes one round along its circular path is zero. This is because the displacement is the shortest distance between the starting and ending points, and in a circular path, the starting and ending points are the same.


Will the displacement of a moving object in a given interval of time is zerowould the distance traveled by the object also be zero justify?

Not necessarily. Displacement looks at the change in position from the start to end points regardless of the path taken, while distance traveled looks at the actual path length. If the object moves back and forth within the interval, the displacement could be zero but the distance traveled would not be zero.


Does displacement always equal distance traveled?

No, displacement and distance traveled are not always equal. Displacement is the shortest distance between the initial and final positions, whereas distance traveled takes into account the total path taken regardless of direction.


If you circle a winding road up a mountain your displacement is the same as your distance?

No, in a circular path, your displacement is zero because you return to your starting point. However, the distance you traveled around the circle would be the circumference of the circle.


Is the distance coveredby body may be greater than magnitude of the displacement?

Yes distance will be equal or more than the magnitude of displacement. Distance cannot be less than the magnitude of displacement in any way. For example if a body goes around a circle completing one full round then distance covered will be the circumference ie 2pi r But displacement is zero. As the starting and stopping point are one and the same, the distance between initial and final is zero.


Give an example where displacement is zero but distance is not?

If an object moves in a circular path and returns to its starting point, the displacement is zero because the final position is the same as the initial position. However, the distance traveled along the circular path is not zero, it is equal to the circumference of the circle.