Physics

Kenny Hartman

28 December, 12:13

A particle moves along a circle with radius R, so that the tangential component of its acceleration is constant. At t = 0 the velocity of the particle was equal to zero. Find

(a) the normal component an of the acceleration as function of time.

(b) the magnitude of the acceleration vector a as well as the angle the vector a forms with the position vector r as functions of time.

+2

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