AIIMS 2017 Physics Centrifugal Force MCQ Question

When a liquid of mass $M$ is rotated in a container with angular velocity $\omega$, the centripetal force acting on the liquid at the far end is given by $F = M \cdot a$, where $a$ is the centripetal acceleration $a = \omega^2 L$. Therefore, the force exerted by the liquid at the other end is $F = M \omega^2 L$, which corresponds to option (B).

Options (A) and (C) are incorrect as they introduce unnecessary factors that do not align with the direct relationship between mass, angular velocity, and distance in this scenario. Option (D) is a repetition of (A) and also incorrect for the same reason.