Derive an equation for the distance covered by a uniformly accelerated body in nth second of its motion
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Lets consider a body which is moving in a straight line with an initial velocity of u and a uniform acceleration of a.
This body covers a distance s in time t
The Newtons second equation of motion gives the distance covered by a uniformly accelerating body.
This equation is: S= u + 1/2at^2
At the nth second the equation becomes : S = u + 1/2an^2.
Find derivation in the image below.
This body covers a distance s in time t
The Newtons second equation of motion gives the distance covered by a uniformly accelerating body.
This equation is: S= u + 1/2at^2
At the nth second the equation becomes : S = u + 1/2an^2.
Find derivation in the image below.
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