Acceleration of gravity and baseball problem

AI Thread Summary
In the discussion about the baseball problem, participants analyze how to determine the height a baseball reaches after being hit, given the distance and time it remains in the air. The key point is that the height is calculated using the formula h = 0.5gt^2, which is independent of the distance D. Several options are presented, but most are eliminated based on their relation to D. The conversation shifts to finding the angle of the ball's trajectory, with a question about whether the distance is half at maximum height. Understanding basic equations of motion is emphasized as crucial for solving these types of problems.
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during a baseball game, a batter hits a popup to a fielder a distance of D m aways. the acceleration of gravity is 9.8m/s^2. if the ball reamins in the air for T seconds, how high does it rise.
1. h=D/4T
2.h=1/8gT^2
3.h=4D/T
4.h=2D/T
5.h=D/T
6.h=2gT^3
7.h=D/(2T)
 
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the motion in the direction of gravity is not ralated with D, h=0.5gt^2.
t is half of T, for T is up and down, and t is up or down
 
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so which one is the answer?
 
Well, the answer is unrelated to D, so that eliminates 5 of the options.
 
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yea but which one cause if i get it wrong it deducts from my score. n my score is bad enough
 
Neverland's answer should give you a clue, but you should really be able to work it out by yourself.
The question is asking you to show your knowledge of basic equations of motion.
Do you know these ?
 
thanks

i figured it out but now they are asking for the angle and they give you the distance and time.

is the distance half of at the maximum height?
 
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