a-ball-is-thrown-vertically-upwards-from-the-ground-with-an-initial-speed-the-he

Question

A ball is thrown vertically upward from the ground. The height of the ball, in meters, $t$ seconds after it has been thrown, is given by $y = - 10 g t^{2} + u t$ . Given that $g equals 10 m slash s squared$ and $u equals 50 m slash s$ , calculate the maximum height reached by the ball.

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A ball is thrown vertically upward from the ground. The height of the ball, in meters, tt seconds after it has been thrown, is given by y=−10gt2+uty=-10gt^2+ut. Given that g=10 m/s2g=10\text{ m/s}^2 and u=50 m/su=50\text{ m/s}, calculate the maximum height reached by the ball.

A ball is thrown vertically upward from the ground. The height of the ball, in meters, $t$ seconds after it has been thrown, is given by $y = - 10 g t^{2} + u t$ . Given that $g equals 10 m slash s squared$ and $u equals 50 m slash s$ , calculate the maximum height reached by the ball.