Differential Calculus 2:
- Builds upon Differential Calculus 1 concepts.
- Focuses on integration and antiderivatives.
- Integral represents the area under a curve.
- Fundamental Theorem of Calculus connects differentiation and integration.
- Techniques for integration include substitution, integration by parts, and partial fractions.
- Applications include finding areas, volumes, and solving differential equations.
- Improper integrals handle infinite or undefined limits.
- Numerical methods like Riemann sums approximate integrals.
- Differential equations involve relationships between functions and their derivatives.
- Differential Calculus 2 lays the groundwork for further study in calculus and physics.
