A particle is moving with constant angular velocity along the circumference of a circle. Which of the following statements is true
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Take radius of circle $=r$
$\therefore$ circumference $=2 \pi r$.
Given: Constant angular welocity$(u)$
$\therefore$ Time period $=\frac{2 \pi}{w}$ also remains same.
For an object moving in a ircle, when light is shown on it, its shadow falls on the centre part and moves. along diameter as particle moves along eircumference
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