2 identical spheres a and b are kept on a smooth surface they are given the same impulse i. The line of action of impulese
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A and B will have different Kinetic energy values.
Explanation:
- As impulse is equal to change in linear momentum.
J = ΔP=P f −P i
- Initially the sphere was at rest, thus J=mv
Where v is the linear velocity of the sphere after the impact.
Also, angular impulse H=ΔL
Jr=Δ(I.w) ⟹ Jr = I.w
As r for A is zero, thus A will do only translational motion
K.EA = 1/2 mv^2
B will do translational and rotational motion.
For B: Jx= I.w ⟹ w= Jx/I
K.E(B) = 1/2 I.w^2 + 1/2 mv^2
Hence proved K.E(B) > K.E(A)
Thus A and B will have different Kinetic energy values.
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