The Integral Calculus
Created | Updated Jun 28, 2003
Here's the author's notes:
- idea - area under a curve
- similar curves (c), particular/general solutions
- Fundamental theorem of calculus
- anti-derivative
- by taking limits
- indefinate & indefinate; notation
Fundamental theorem of calculus
This is a key statement of the relationship between integration and differentiation.
∫d[ ƒ(x) ]/dx dx = ƒ(x)
Displacement (Position) | ||||
Integrate | ↓ | ↑ | Differentiate | |
Velocity (Speed) | ||||
Integrate | ↓ | ↑ | Differentiate | |
Acceleration |