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Higher-Order Derivatives

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The acceleration of a particle is given by a(t)=(t24t+2)eta(t) = (t^2 - 4t + 2)e^{-t}. Determine the jerk (third derivative of position) at time t=1t = 1.

A.-\frac{3}{e}
B.-\frac{2}{e}
C.\frac{1}{e}
D.-\frac{1}{e}
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