Subject : Mathematics
No. of Modules : 22
Sr. No. | Title | Creator/Author | E-Text | Video | URL | Metadata |
---|---|---|---|---|---|---|
1 | Confocal conicoids | Dr.Aneesh Kumar K | - | - | Click Here | |
2 | Paraboloids | Dr.Aneesh Kumar K | - | - | Click Here | |
3 | Polar and diametral plane | Dr.Aneesh Kumar K | - | - | Click Here | |
4 | Central conicoids | Dr.Aneesh Kumar K | - | - | Click Here | |
5 | The conicoids | Dr.Aneesh Kumar K | - | - | Click Here | |
6 | Cylinders | Dr.Aneesh Kumar K | - | - | Click Here | |
7 | Tangent plane | Dr.Aneesh Kumar K | - | - | Click Here | |
8 | The cone | Dr.Aneesh Kumar K | - | - | Click Here | |
9 | Properties of sphere | Dr.Aneesh Kumar K | - | - | Click Here | |
10 | Polar plane and orthogonal spheres | Dr.Aneesh Kumar K | - | - | Click Here | |
11 | Sphere | Dr.Aneesh Kumar K | - | - | Click Here | |
12 | Second degree equations | Dr.Aneesh Kumar K | - | - | Click Here | |
13 | Lines and planes in space | Dr.Aneesh Kumar K | - | - | Click Here | |
14 | Stokeã¢â€â™s theorem | Dr.Aneesh Kumar K | - | - | Click Here | |
15 | Volume integrals and gaussã¢â€â™s divergence theorem | Dr.Aneesh Kumar K | - | - | Click Here | |
16 | Greenã¢â€â™s theorem | Dr.Aneesh Kumar K | - | - | Click Here | |
17 | Surface integrals of vector fields | Dr.Aneesh Kumar K | - | - | Click Here | |
18 | Line integrals that are independent of path | M.Sreeja | - | - | Click Here | |
19 | Vector integration: line integral of vector valued functions | M.Sreeja | - | - | Click Here | |
20 | Gradiant divergent & curl | Dr.Aneesh Kumar K | - | - | Click Here | |
21 | Differentiaton of vector valued functions | Dr.Aneesh Kumar K | - | - | Click Here | |
22 | Vector analysis ã¢â€â“ ii | Dr.Aneesh Kumar K | - | - | Click Here |