The displacement of a body is given to be proportional to the cube of time ellapsed. What is the nature of acceleration of the body?
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x proportional to cube
x=k (t = cube) where k is equal to any concept
a=d(x) / dt=d(k.t∧3)
a=k (2t∧2)
Hence acceleration is proportional to (2t∧2)
Therefore the body is going through non uniform motion with an acceleration that is increasing by 2t∧2.
x=k (t = cube) where k is equal to any concept
a=d(x) / dt=d(k.t∧3)
a=k (2t∧2)
Hence acceleration is proportional to (2t∧2)
Therefore the body is going through non uniform motion with an acceleration that is increasing by 2t∧2.
Anonymous:
U mst check ur method again frnd
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