<u>The axis of rotation of the given pencil will pass through the </u><em><u>point B</u></em><u>.
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Further Explanation:
Since the pencil is kept at some angle from the vertical it means that the axis of rotation of the pencil will never pass through the center of the pencil.
The weight of the pencil will act at the center of mass of the pencil whereas the normal reaction from the surface on the pencil will act at the point at which the pencil is on contact with the surface. It shows that the weight of the pencil and the normal reaction does not act along the same line.
Since the pencil is bent at some angle and it is rotating then there must be a friction force to support it on the surface.
The weight of the pencil acting at the center of mass is at some horizontal distance from the point of rotation thus, there will be a torque due to this weight about the point B and the pencil will rotate about point B.
Therefore, <u>the axis of rotation of the given pencil will pass through the </u><em><u>point B</u></em>.
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Answer Details:
Grade: College
Subject: Physics
Chapter: Rotational Dynamics
Keywords:
Pencil rotates, axis perpendicular to plane, labeled points, axis of rotation, weight, center of mass, normal reaction, two reasonable approximations.