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Distance (s) = ut + (at^2)/2
1. If the body starts from rest, it means that the starting velocity is zero.
So,
u = 0
Thus, the distance (s) = 0×t + (at^2)/2
s = 0 + (at^2)/2
=> s = (at^2)/2...........●
2. If the motion of the body is uniform, it means that there is no acceleration and acceleration is 0.
So,
a = 0
Thus, the distance (s) = ut + (0×t^2)/2
s = ut + 0
=> s = ut..............●
So, in these ways the formula of distance is modified.
●●●●●●●●●●●●●●●●●
Hope it was helpful.
1. If the body starts from rest, it means that the starting velocity is zero.
So,
u = 0
Thus, the distance (s) = 0×t + (at^2)/2
s = 0 + (at^2)/2
=> s = (at^2)/2...........●
2. If the motion of the body is uniform, it means that there is no acceleration and acceleration is 0.
So,
a = 0
Thus, the distance (s) = ut + (0×t^2)/2
s = ut + 0
=> s = ut..............●
So, in these ways the formula of distance is modified.
●●●●●●●●●●●●●●●●●
Hope it was helpful.
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