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You stand at the edge of a 150-m-high cliff and kick a football into the canyon, as shown below. If you kick the football at

The football in the previous problem will be in the air for s before hitting the ground at the bottom of the canyon. 150 m

The football from the previous two problems will hit the ground a horizontal distance of away from the cliff. 150 m

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Answer #1

H= a) The maximum height of the foot ball above the top of the cliff is, vă sine 2g (25) sin? (40) 2 (9.81) = 13.2 m - 13.0 m3 c) The horizontal distance is, R=(v, cos )t =((25) cos 40) (7.40) = 141.8m - 142 m

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