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![In this project it’s told that
the collision between the
baseball and the bat lasts
about 1millisecond. Also
the change in a ball’s
momentum over a time
interval [𝑡0, 𝑡1] is equal to
the force (F) of the ball
from that time interval.](https://image.slidesharecdn.com/applicationsofcalculusppt-200417053716/85/Applications-of-calculus-ppt-5-320.jpg)


Baseball has been played in America since before the Civil War and is considered the national pastime. The document discusses how calculus concepts like integration and differentiation can be applied to understand physics principles seen in baseball, such as how the force of a bat hitting a ball relates to the ball's change in momentum over the very brief period of their collision. This project aims to demonstrate how mathematics, especially calculus, is not just abstract ideas but can provide insights into real-world phenomena like what happens during a baseball bat swing.




![In this project it’s told that
the collision between the
baseball and the bat lasts
about 1millisecond. Also
the change in a ball’s
momentum over a time
interval [𝑡0, 𝑡1] is equal to
the force (F) of the ball
from that time interval.](https://image.slidesharecdn.com/applicationsofcalculusppt-200417053716/85/Applications-of-calculus-ppt-5-320.jpg)

