Mathematics - II
| S.No | Sub Titles | Video Links |
| Lecture – 1 | Introduction – Problem 1 | Click here |
| Lecture – 2 | Introduction – Problem 2 | Click here |
| Lecture – 3 | Introduction – Problem 3 | Click here |
| Lecture – 4 | Integration With Trignometric Formula – Problem1 | Click here |
| Lecture – 5 | Integration With Trignometric Formula – Problem2 | Click here |
| Lecture – 6 | Integration With Trignometric Formula – Problem3 | Click here |
| Lecture – 7 | Integration With Trignometric Formula – Problem4 | Click here |
| Lecture – 8 | Method Of Substitution – Problem-1 | Click here |
| Lecture – 9 | Method Of Substitution – Problem-2 | Click here |
| Lecture – 10 | Integration By Parts-Problem 1 | Click here |
| Lecture – 11 | Integration By Parts-Problem 2 | Click here |
| Lecture – 12 | Integration By Parts-Problem 3 | Click here |
| Lecture – 13 | Integration By Parts-Problem 4 | Click here |
| Lecture – 14 | Definite Integral – Problem 1 | Click here |
| Lecture – 15 | Definite Integral – Problem 2 | Click here |
| Lecture – 16 | Definite Integral – Problem 3 | Click here |
| Lecture – 17 | Definite Integral – Problem 4 | Click here |
| Lecture – 18 | Definite Integral – Problem 6 | Click here |
| Lecture – 19 | Definite Integral – Problem 7 | Click here |
| Lecture – 20 | Definite Integral – Problem 8 | Click here |
| Lecture – 21 | Definite Integral – Problem 9 | Click here |
| Lecture – 22 | Definite Integral – Problem 10 | Click here |
| Lecture – 23 | Partial Fration – Problem 1 | Click here |
| Lecture – 24 | Partial Fration – Problem 2 | Click here |
| Lecture – 25 | Partial Fration – Problem 3 | Click here |
| Lecture – 26 | Partial Fration – Problem 4 | Click here |
| Lecture – 27 | Partial Fration – Problem 5 | Click here |
| Lecture – 28 | Properties Of Definite Integral | Click here |
| Lecture – 29 | Properties Of Definite Integral | Click here |
| Lecture – 30 | Properties Of Definite Integral | Click here |
| Lecture – 31 | Properties Of Definite Integral | Click here |
| Lecture – 32 | Properties Of Definite Integral | Click here |
| Lecture – 33 | Properties Of Definite Integral | Click here |
| Lecture – 34 | Area & Volume Of Integration | Click here |
| Lecture – 35 | Area & Volume Of Integration | Click here |
| Lecture – 36 | Area & Volume Of Integration | Click here |
| Lecture – 37 | Area & Volume Of Integration | Click here |
| Lecture – 38 | Area & Volume Of Integration | Click here |
| S.No | Sub Titles | Video Links |
| Lecture – 1 | Introduction To Multiple Integrals | Click here |
| Lecture – 2 | Problems In Double Integration Under Constant Limits | Click here |
| Lecture – 3 | Problems In Polar Coordinates Under Constant Limits | Click here |
| Lecture – 4 | Sketching The Region Of Integration | Click here |
| Lecture – 5 | Sketching The Region Of Integration Under Varaible Limits | Click here |
| Lecture – 6 | Problems In Double Integration Under Variable Limits | Click here |
| Lecture – 7 | Problems In Triple Integration | Click here |
| Lecture – 8 | Problems In Triple Integrals Under Variable Limits | Click here |
| Lecture – 9 | Problems In Triple Integrals Under Constant Limits | Click here |
| Lecture – 10 | Problems In Triple Integrals Under Variable Limits | Click here |
| Lecture – 11 | Problems In Triple Integrals Under Constant Limits | Click here |
| Lecture – 12 | Introduction To Steps Involved In Changing The Order Of Integration- | Click here |
| Lecture – 13 | Problem No:1 In Changing The Order Of Integration | Click here |
| Lecture – 14 | Problem No:2 In Changing The Order Of Integration | Click here |
| Lecture – 15 | Problem No:3 In Changing The Order Of Integration | Click here |
| Lecture – 16 | Evaluation Of Double Integral In Polar Coordinates – Problem No 1 | Click here |
| Lecture – 17 | Evaluation Of Double Integral In Polar Coordinates – Problem No 2 | Click here |
| Lecture – 18 | Evaluation Of Double Integral In Polar Coordinates – Problem No 3 | Click here |
| Lecture – 19 | Problems In Double Integral Under Variable Limits | Click here |
| Lecture – 20 | Finding The Area Of Ellipse Under Double Integration | Click here |
| Lecture – 21 | Finding The Area Of Two Parabolas Using Double Integration | Click here |
| Lecture – 22 | Finding The Area Included Between The Circles | Click here |
| Lecture – 23 | Finding The Area Of Cardiod Using Double Integration | Click here |
| Lecture – 24 | Problem No : 1 In Triple Integrals | Click here |
| Lecture – 25 | Problem No:4 In Changing The Order Of Integration | Click here |
| Lecture – 26 | Finding The Area Of Cardiod Lying Between The Circles Using Double Integrals | Click here |
| Lecture – 27 | Problem No : 2 In Triple Integrals | Click here |
| Lecture – 28 | Evaluation Of Triple Integrals Using Spherical Coordinates | Click here |
| Lecture – 29 | Volume Integrals Bounded By Paraboloid And Cyliinder | Click here |
| Lecture – 30 | Problems In Triple Integrals Under Variable Limits | Click here |
| S.No | Sub Titles | Video Links |
| Lecture – 1 | Introduction-Dcs And Drs | Click here |
| Lecture – 2 | Simple Problems -Dcs And Drs | Click here |
| Lecture – 3 | Simple Problems -Dcs And Drs | Click here |
| Lecture – 4 | Collinearity | Click here |
| Lecture – 5 | Symmetric Form Of A Line | Click here |
| Lecture – 6 | Perpendicularity-Line | Click here |
| Lecture – 7 | Equation Of A Line -Using Planes | Click here |
| Lecture – 8 | Length Of The Perpendicular | Click here |
| Lecture – 9 | Foot Of The Perpendicular | Click here |
| Lecture – 10 | Equation Pf A Plane -Problem-Part-1 | Click here |
| Lecture – 11 | Equation Pf A Plane -Problem-Part-11 | Click here |
| Lecture – 12 | Angle Between Two Planes | Click here |
| Lecture – 13 | Finding The Point Meeting A Plane-Problem | Click here |
| Lecture – 14 | Equation Of The Plane Contains The Line-Pbm | Click here |
| Lecture – 15 | Equation Of The Plane Contains The Line-Pbm | Click here |
| Lecture – 16 | Distance Between Parallel Planes | Click here |
| Lecture – 17 | Coplanarity | Click here |
| Lecture – 18 | Point Of Intersection Of Planes | Click here |
| Lecture – 19 | Image Of Apoint In A Plane | Click here |
| Lecture – 20 | Sphere -Eqn Of A Sphere -Simple Pbms | Click here |
| Lecture – 21 | Centre And Radius Of The Sphere | Click here |
| Lecture – 22 | Point Of Contact Of A Sphere And Plane | Click here |
| Lecture – 23 | Equation A The Sphere Passing Thru The Point | Click here |
| S.No | Sub Titles | Video Links |
| Lecture – 1 | Introduction To Vector Calculus | Click here |
| Lecture – 2 | Gradient Definition & Problems | Click here |
| Lecture – 3 | Angle Between Two Vectors Formulas & Problems-Part-1 | Click here |
| Lecture – 4 | Angle Between Two Vectors Formulas & Problems -Part-2 | Click here |
| Lecture – 5 | Divergence Of Vectors Formula And Problem | Click here |
| Lecture – 6 | Solenoidal Of Vectors Formula And Problem | Click here |
| Lecture – 7 | Curl Of Vectors &Irrotational Vectors Problems-1 | Click here |
| Lecture – 8 | Curl Of Vectors & Irrotational Vectors Problems-2 | Click here |
| Lecture – 9 | Curl Of Vectors & Irrotational Vectors Problems-3 | Click here |
| Lecture – 10 | Problems In Divergence &Curl | Click here |
| Lecture – 11 | Problems In Irotational But Not Solenoidal Vectors-Part-1 | Click here |
| Lecture – 12 | Problems In Irotational But Not Solenoidal Vectors-Part-2 | Click here |
| Lecture – 13 | Problems In Not Irrotational | Click here |
| Lecture – 14 | Problems In Gauss Divergence Theorem-Problem-1-Part-1 | Click here |
| Lecture – 15 | Problems In Gauss Divergence Theorem-Problem-1-Part-2 | Click here |
| Lecture – 16 | Problems In Gauss Divergence Theorem-Problem-1-Part-3 | Click here |
| Lecture – 17 | Problems In Gauss Divergence Theorem-Problem-2-Part-1 | Click here |
| Lecture – 18 | Problems In Gauss Divergence Theorem-Problem-1-Part-2 | Click here |
| Lecture – 19 | Problems In Gauss Divergence Theorem-Problem-1-Part-3 | Click here |
| Lecture – 20 | Problems In Gauss Divergence Theorem-Problem-2-Part-4 | Click here |
| Lecture – 21 | Problems In Gauss Divergence Theorem-Problem-2-Part-5 | Click here |