under what condition with the magnitide of the displacement
be equal to the distance towelled by an I object.
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When an object moves in a straight line without coming back, it’s displacement and distance magnitude will always be equal.
Why is it not equal when travelling backwards?
We know that displacement is a vector quantity and distance is a scalar quality.
Suppose you walk on a line PQR, say you walk from P to R and then back to Q.
Now your total displacement will be given by the equation PR – RQ because displacement considers direction. But, it is important to note that the distance travelled will be PR + RQ because the distance is a scalar quantity and doesn’t consider direction
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