In case of pure rotation, if we join any two internal points by a line then -
It will intersect each other
It will remain parallel always
It will from a cycloidal path
None of the above
As we have learned -
Rotational motion-
A rigid body is said to be in pure rotation if every particle of the body moves in a circle and centre of all the circles lie on a straight line called the axis of rotation.
The line joining any two internal points does not remain parallel.
Example-motion of wheels, gears, motors.
So, when a body undergoes pure rotation then the line joining any two points also rotate and which will cause the intersection of line joining both the points.
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