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A body is moving along a circular path of radius rwhat will be the distance traveled and displacement of the body when it completes half a revolution?
Wiki User
∙ 14y ago
double of the radius means equal to diameter
Wiki User
∙ 14y ago
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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
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?
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'.
An athlete completes one round of a circular track of diameter 200m in 40 seconds What will be the difference covered and the displacement at the end of 2 minutes 20 seconds?
Athlete covers 2pi radians in 40 s. So angular velocity = pi / 20 rad/s Hence the velocity = r w r = 100 m. So v = 5 pi m/s Hence the distance covered in 2 min 20 s ie 140 s = 700 pi metre. Displacement is the shortest distance between initial and final position In 140 s, 3 full rotation and one half rotation. So the he will be diametrically opposite. Hence the displacement is equal to 200 m ie diameter of the circular track.
Under what condition the distance and displacement are equal?
The magnitude of displacement is equal to distance traveled when motion is in a straight line.
Does an odometer in a car measure distance or displacement?
Distance
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.
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.
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.
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
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.
Why displacement is zero in a circular motion?
In a circular motion, the net displacement of an object over one complete revolution is zero because it ends up back where it started. Even though the object may have traveled a certain distance around the circle, its final position is the same as its initial position.
An object has moved though a distance can it have zero displacement it yes support your answer with an example?
http://wiki.answers.com/Q/An_object_has_moved_though_a_distance_can_it_have_zero_displacement_it_yes_support_your_answer_with_an_example" Yes If a body travel a distance S from X to Y and return to X then distance travelled is 2S but displacement is zero In a uniform circular motion, the distance travelled by a body in one revolution is 2Ï€r but displacement 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.
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?
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'.
Give an example in which the distance traversed by a particle is larger than the magnitude of its displacement in the same time?
This may happen when the particle moves back and forth.
A body is moving along a circular path of radius 'R' What is the distance and displacement of the body?
The distance travelled by the body along the circular path is equal to the circumference of the circle, given by 2πR. The displacement of the body would be zero if it returns to its starting point, as displacement is the shortest distance between two points.
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.
