The ball hits earth at t 5 sec.
Person standing on a roof.
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The ball misses the rooftop on its way down and eventually strikes the ground.
A person standing on the roof of a building throws a ball directly upward.
The ball leaves his hand with an upward speed 20 m s and it is then in free fall.
In order to stay intact and in place a roof must be able to resist loads both permanent and temporary that are pushing.
The ball rises to a certain height and then moves down.
Describes the ball s height above the ground s t in feet t seconds after it was thrown.
A person standing on the roof of a building throws a ball directly upward.
A person standing on the roof of a building throws a ball vertically upward at an instant t 0.
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On its way down the ball just misses to hit the roof of the building and keeps falling towards the earth.
Find the ball.
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Find the ball s average velocity between the time it was thrown and 2 seconds later.
Load limits on the roof of a building.
The function s t 16t 2 64t 80.
The function s t 16t2 64t 80 describes the ball s height above the ground s t in feet t seconds after it was thrown.
Roofs are under a lot of pressure.