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A cart is released from rest at the top of a long ramp at time $t=0$ seconds and moves down the ramp at a constant acceleration rate. At a time of $t$, the cart has moved $20\text{ cm}$ from the top of the ramp.

How far will the cart be located from the top of the ramp at the time of $3t$?

A

$40\text{ cm}$

B

$60\text{ cm}$

C

$120\text{ cm}$

D

$180\text{ cm}$

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