A particle starting from the rest moves with a constant angular acceleration alpha in a circular path the time a t which magnitude of tangential and radial acceleration are equal
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Angular acceleration = alpha
let 't' be the time at which the magnitude of tangential and radial acceleration are equal so, A/c to question
tangential acceleration = radial acceleration
r×alpha =v^2/r
or, v=r (alpha)^1/2
or, omega× r = r (alpha) ^1/2
or, theta/t = (alpha)^1/2
or, t = theta/ ( alpha)^1/2
hence,
theta/ ( alpha)^1/2 is the required time when both are equal.
Hope it helps you...
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