A point moves in the plane so that its tangential

Reference no: EM13631305

A point moves in the plane so that its tangential acceleration w = a, and its normal acceleration wn = bt⁴, where a and b are positive constants, and t is time. At the moment t = 0 the point was at rest. Find how the curvature radius R of the point's trajectory and the total acceleration w depend on the distance covered s.

Reference no: EM13631305

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