A body takes the following path and moves with constant speed. If aA and aB are the magnitude of its radial acceleration at A and B.
Options:
A .  aA=aB
B .  aA
C .  aA>aB
D .  none of these
Answer: Option C : C The radius of curvature is the radius of the osculating circle at that point of the curve. We can clearly see that RA<RB ∴v2RA>v2RB (as v is the speed and is constant) ⇒aA>aB
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