This document discusses integral and differential calculus and their applications. It covers the fundamental theorems of calculus, how calculus helps understand space, time and motion, and how it provides tools to resolve paradoxes. It also notes that calculus is used in physics, chemistry, engineering, economics, medicine and other fields, and can find optimal solutions and approximate equations. It encourages learning more about calculus.

1. •Integral calculus
•Differential calculus
Presented by
D.Ezhilarasi

3. Fundamental
theorem of calculus
First
fundamental
theorem of
calculus
Second
fundamental
theorem of
calculus

6.  Helps to understand the nature of
space, time and motion
 Application:
a)Differential calculus
b)Integral calculus
 Provides tools to resolve paradoxes

7.  Used in every branch of physical sciences,
medicine, engineering, economics,
computer science, business
 Physics especially classical mechanics and
electromagnetism make particular use.

8.  Many theories use the language of calculus
 Chemistry also use calculus
 Calculus can be used with conjugation with
other mathematical disciplines.

9.  In medicine, calculus is used to find the
optimal branching angle of a blood vessel so as
to maximize flow.
 Calculus is also used to find approximate
solutions to equations.

10. Nautilus shell

11. Let us all so try to
play with calculus!