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The History and Physics of Baseball

Name ______________________________

Goldstein & Kellar - Bridge Program

2nd Inning Lab Activity

The Fastball:

Speed and Reaction Times

A Lab Activity

 

The central drama in the game of baseball is the confrontation between the pitcher and the batter. In this intense struggle, the pitcher usually wins. A batting average of .333 (which means the batter hits an average of one out of every three times at the plate), is achieved only by the best hitters of the game.


Part I: Reaction Times

A fastball moving at 90 miles per hour covers the distance from the mound to the plate in less than half a second, requiring lightning reflexes and judgement from the batter to even make contact. Normal human reaction time is about .2 second.

To see if you have a reaction time fast enough to hit a fastball, let’s do a little experiment! Go to:

http://www.exploratorium.edu/baseball/reactiontime.html

You and a partner should take a few practice turns at trying out reaction time to get used to the activity. Once you feel you have the hang of it, have each partner take 10 "swings" and record the reaction time for each swing below.

 

Trial

Reaction Time

(in seconds)

1

 

2

 

3

 

4

 

5

 

6

 

7

 

8

 

9

 

10

 

 

Find your average reaction time by adding the ten reaction times and then dividing by 10.

1. What was your average reaction time? _______________

Put your average reaction time on the board in front of the class.

  1. Compare your reaction time to your classmates. How did you compare?

    ___________________________________________________

  2. Compare the average reaction times of the guys to the average reaction times of the girls. What do you notice?

    ___________________________________________________

  3. What does the web site say is the reason for the delay in the reaction time between the ball being pitched and the batter’s reaction of swinging?

__________________________________________________________________________


Part II: Speed of a Fastball

This is how to hold a baseball for the fast pitch.

 

Out on the field, a pitching backstop has been set up so that it is 20 feet from the pitching line.   You will need to pitch 5 fastball pitches into the backstop.  For each pitching trial, have a partner record your time in seconds in the data table below.

Trial Time (in seconds)
1  
2  
3  
4  
5  

To figure out your average time, in seconds, to pitch a fastball 20 feet, add up your 5 trial times and then divide by 5.

What was your average time? ________________________seconds

Now we need to figure out how fast you pitched in miles per hour. (Who knows? Maybe you have what it takes to be a major league pitcher!)

First of all, remember that speed is calculated by the distance divided by time, or

S = __d__

      t

where d = the distance you pitched (which was 20 feet).

and t = the time it took to make the pitch (measured in seconds)

 

You will need to convert feet per second into miles per hour. Here is how:

         20 ft           60 sec        60 min     1 mile      72,000 miles

________ x ________ x ________ x _______ = ___________

_____sec        min.          hour       5280 ft.     _______ hour


= _____________ miles/hour

 

Compare your time with the rest of the class. How does it compare?

___________________________________________________________

 

Compare the pitching speeds for the guys to the pitching speeds of the girls. How do they compare?

_______________________________________________________________

 


contact: school@communityschoolhouse.org