The magnitude of centripetal acceleration in uniform circular motion is is v2R\dfrac{v^2}{R}, where vv is the speed of the object and RR is the radius of the circle.

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A particle is traveling in a circular orbit of radius  as shown in the figure. At the point marked P, its velocity is found to be decreasing with time.

What can we say about the magnitude of the particle's acceleration, in relation to vP2r\dfrac{v_P^2}r? What about the Direction?

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