A point moves along the curve that has the parametric equations $x=8 t^{3}-3 t^{2}$ and $y=6 t^{3}+25, x$ and $y$ being in metres and $t$ being in minutes. Find the magnitude and direction of the acceleration when $t=2.50$ minutes.

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The Answer of A point moves along the curve that has the parametric equations $x=8 t^{3}-3 t^{2}$ and $y=6 t^{3}+25, x$ and $y$ being in metres and $t$ being in minutes. Find the magnitude and direction of the acceleration when $t=2.50$ minutes.

A Point Moves Along the Curve That Has the Parametric x=8t3−3t2x=8 t^{3}-3 t^{2}x=8t3−3t2

A Point Moves Along the Curve That Has the Parametric $x=8 t^{3}-3 t^{2}$