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a stone attached on a rope. That stone performs a uniform circular motion with a radius of 1 ~ m The stone makes one revolution per second. The average acceleration of the stone during 1/4 revolution is?
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@experimentX (:
i hope it's horizontal
the centripetal acceleration is \( \large \frac{v^2}{r}\) and it is constant since your angular velocity is constant
v - linear velocity \( \omega \) - angular velocity r - radius ---------------------- \( v =\omega r\) ---------------------- and \[ \omega = \frac{2\pi}{T}\] T is time period, and in your case 1
using above relation find v^2/r
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or simply \( \omega^2 r\)
thank you!^^
yw
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