Baseball Pitch Velocity: Find Out How Far the Ball Falls!

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SUMMARY

The discussion focuses on calculating the vertical drop of a baseball thrown horizontally at a speed of 100.8 mph (45.06 m/s) over a distance of 18.3 meters. This is a projectile motion problem where the horizontal velocity remains constant while the vertical velocity is affected by gravity. Participants are encouraged to compute the time taken for the ball to reach home plate and subsequently determine the vertical distance fallen during that time. The conversation also references a related animation for further understanding of projectile motion.

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phantomcow2
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Alright, I am really stumped. Was wondering if somebody could point me in the right direction, because I am lost.

"The fastest recorded pitch in Major League Baseball, thrown by Nolan Ryan in 1974, was clocked at 100.8mph (45.06163m/s). If a pitch were thrown horizontally with this velocity, how far would the ball fall vertically by the time it reached home plate, 18.3m away?
 
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This is a projectile motion problem. The baseball has two components to its velocity as it flies through the air: a horizontal component that stays the same (since there are no forces that act horizontally) and a vertical component that changes (because of the force of gravity). You are given the horizontal velocity (45.06 m/s) and the horizontal distance (18.3 m). From this, compute the time. Then, compute how far the baseball fell vertically in that same time.

Related animation: http://www.physicsclassroom.com/mmedia/vectors/hlp.html
 
100.8 mph is the fastest pitch you say? That's complete shuttlecock! Just the other day, I saw a Yankee closer throw a high heater at 103mph.
 

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