You throw a ball $($from ground level$)$ of mass $1$ kilogram upward with a velocity of $v=33\frac{m}{s}$ on Mars, where the force of gravity is $g=-3\mathrm{.}711\frac{(m)}{s^2}.$

A$.$ Approximate how long will the ball be in the air on Mars?

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B$.$ Approximate how high the ball will go$?$

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