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Consider a spherical globe rotating about an axis passing through its poles. There are three points $P, Q,$ and $R$ situated respectively on the equator, the north pole, and midway between the equator and the north pole in the northern hemisphere. Let $P, Q$, and $R$ move with speeds $v_P, v_Q$, and $v_R$, respectively.

Which one of the following options is CORRECT?

  1. $v_P<v_R<v_Q$
  2. $v_P<v_Q<v_R $
  3. $v_P>v_R>v_Q $
  4. $v_P=v_R \neq v_Q$
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Migrated from GO Civil 8 months ago by Arjun

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Speed = Distance / Time. Here distance is diameter (D) of the Earth. Assuming same time unit for for each case for comparison.

Vp = D/T

Vq = D/(2T)

In case of Vr D is tending towards 0, so in same time unit is can cover huge ditance.

Hence, answer is C.
Answer:

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