Chapter 1: Mean value theorems | |
---|---|
Mean Value Theorem - I | |
Mean Value Theorem - Ii |
Chapter 2: Evaluation of definite and improper intergrals | |
---|---|
Evaluation Of Real Improper Integrals | |
Evaluation Of Real Integrals - I | |
Evaluation Of Real Integrals - Ii |
Chapter 3: Maxima and minima | |
---|---|
Maxima And Minima - I | |
Maxima And Minima - Ii |
Chapter 4: Multiple integrals | |
---|---|
Multiple Inegrals |
Chapter 5: Fourier series | |
---|---|
Convergence Of The Fourier Series | |
Fourier Series |
Chapter 6: Line | |
---|---|
Mathematics |
Chapter 7: Surface and volume intergrals | |
---|---|
Surface Integrals |
Chapter 8: Gauss and green's theorems | |
---|---|
Greens Theorem | |
Guass Divergence Theorem |