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A projectile is launched of the top of a tower with an initial velocity of 70 [m/s] at an angle of 37 degrees with respect to the horizontal axis. The tower is 30 [m], meaning the projectile is launched at a height of 30 [m] above the ground. To simplify the math in the problem use: g = 10 m/s2 sin⁡(37degrees) = 0.6 cos⁡(37degrees) = 0.8 See figure below: What is the maximum height achieved by the projectile as measured from the ground? 118.2 [m] 188.2 [m] 144.1 [m] 88.2 [m] 44.1 [m]

A projectile is launched of the top of a tower with an initial velocity of 70 [m/s] at an angle of 37 degrees with respect to the horizontal axis. The tower is 30 [m], meaning the projectile is launched at a height of 30 [m] above the ground. To simplify the math in the problem use: g = 10 m/s2 sin⁡(37degrees) = 0.6 cos⁡(37degrees) = 0.8 See figure below: What is the maximum height achieved by the projectile as measured from the ground? 118.2 [m] 188.2 [m] 144.1 [m] 88.2 [m] 44.1 [m]

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A projectile is launched of the top of a tower with an initial velocity of 70 [ m / s ] at an angle of 37 degrees with respect to the horizontal axis. The tower is 30 [ m ] , meaning the projectile is launched at a height of 30 [ m ] above the ground.
To simplify the math in the problem use:
g = 10 m / s 2 sin ⁡ ( 37 degrees ) = 0.6 cos ⁡ ( 37 degrees ) = 0.8
See figure below:
What is the maximum height achieved by the projectile as measured from the ground? 118. 2 [ m ] 188.2 [ m ] 144.1 [ m ] 88.2 [ m ] 44.1 ( m ]

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