How Much Does a Baseball Drop When Thrown Horizontally at 46.8 m/s Over 15.7 m?

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A baseball thrown horizontally at 46.8 m/s over a distance of 15.7 m will drop due to gravity while in motion. The time taken for the ball to reach the catcher is calculated to be approximately 0.33 seconds. The correct formula for vertical drop incorporates gravitational acceleration, resulting in a drop of about 15.98 meters. It is essential to account for the effects of gravity when calculating the vertical displacement of the ball. Thus, the ball experiences significant downward movement by the time it reaches the catcher.
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Homework Statement



A major-league pitcher can throw a baseball in excess of 46.8 m/s. If a ball is thrown horizontally at this speed, how much will it drop by the time it reaches the catcher who is 15.7 m away from the point of release?


Homework Equations





The Attempt at a Solution



i first found time using v=d/t
so 46.8 = 15.7/ t
t= 0.33

then i used the formula x=x_0 +v_0*t
so x=15.7+46.8*0.33
x= 31.14
 
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You have the time, but you use the wrong distance formula. Remember that gravity is constantly accelerating the ball downwards.
 
ok y=y_0 + v_0*t-g/2*t^2
y=0+46.8*0.33-g/2*t^2
y=15.98
 
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