Asked by Allen
A baseball is tossed at a steep angle into the air and makes a smooth parabolic path. Its time in the air is t and it reaches a maximum height h. Assume that air resistance is negligible.
a. Show that the height reached by the ball is gt^2/8.
b. If the ball is in the air for 4 seconds, show that the ball reaches a height of 19.6m.
c. If the ball reached the same height as when tossed at some other angle, would the time of flight be the same?
a. Show that the height reached by the ball is gt^2/8.
b. If the ball is in the air for 4 seconds, show that the ball reaches a height of 19.6m.
c. If the ball reached the same height as when tossed at some other angle, would the time of flight be the same?
Answers
Answered by
Anonymous
A baseball is tossed at a steep angle into the air and makes a smooth parabolic path. Its time in the air is t and it reaches a maximum height h. Assume that air resistance is negligible.
a. Show that the height reached by the ball is gt^2/8.
b. If the ball is in the air for 4 seconds, show that the ball reaches a height of 19.6m.
c. If the ball reached the same height as when tossed at some other angle, would the time of flight be the same?
a. Show that the height reached by the ball is gt^2/8.
b. If the ball is in the air for 4 seconds, show that the ball reaches a height of 19.6m.
c. If the ball reached the same height as when tossed at some other angle, would the time of flight be the same?
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