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Note that where gravity is involved, and the motion vertical, the applicable equation of motion is \[at^2+v _{0}t+s _{0}=s,\]
and in this case, assuming that we use the English system of measurement, the acceleration, a, would be \[-32\frac{ ft }{ \sec^2 }\]
and the initial velocity 12 m/sec (metric system). Ignore my -32 (above) and substitute -9.8 m / (sec^2) (metric system). Hope this helps.
Okay. Thank you Mathmale! The answer should be C. \[-4.9t^2+12t=2\] Right?
Could you explain why you believe that '2' should be on the right side of the equation? That "2' represents the initial height of the ball off the ground.
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