Discover times at which magnitude of the acceleration

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Reference no: EM13674240

A particle is moving in two dimensions such that in Cartesian coordinates,

x = A(2at - sin(at))

y = A(1 - cos(at))

Where A and a are constants.

a) Discover the times at which the magnitude of the acceleration is maximum.

b) Discover the tangential component of acceleration (acceleration in the direction of motion) as a function of time.

c) Discover the normal component of acceleration (acceleration perpendicular to the direction of motion) as a function of time.

Reference no: EM13674240

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