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Instructor Name

Anup Uike

Category

Science

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Course Description


Syllabus

Unit I: Vector Algebra and Calculus 

1.1 Scalar and vector product of three vectors
1.2 Product of four vectors
1.3 Vector differentiation
1.4 Vector integration


Unit II: Space Curves 

2.1 Space curve
2.2 Tangent (t), Normal (n) and Binormal (b) vectors
2.3 Fundamental planes
2.4 Curvature
2.5 Torsion
2.6 Frenet–Serret formula


Unit III: Vector Differential Operators 

3.1 Gradient
3.2 Divergence
3.3 Curl
3.4 Directional derivative


Unit IV: Sphere 

4.1 Different forms of sphere
4.2 Section of a sphere by a plane
4.3 Sphere through a given circle
4.4 Orthogonal sphere
4.5 Condition of orthogonality

Course Outcomes

 Interpret the vectors, their products, differentiation and integration.

CO2: Define and determine the curvature and torsion of a curve.

CO3: Apply the concepts of divergence, curl which are useful in Physics.

CO4: Study different forms of sphere. 

Course Curriculum

1 2 1 space curve part 1
23 Min


2 2 1 space curve part 2
32 Min


3 fundamental of plane 2 2 part 1
14 Min


4 fundamental of plane 2 2 part 2
44 Min


5 frenet serret for 2 3
27 Min


1 Div & curl Vector
31 Min


2 Differential Operator
26 Min


3 Directional Derivative
25 Min


1 Different Forms Of Sphere part 1
23 Min


2 Different Forms Of Sphere part 2
34 Min


3 Intersection Of Sphere part 1
18 Min


4 Intersection Of Sphere part 2
20 Min


5 Intersection by Given Circle
21 Min


6 Intersection by Line part1
16 Min


7 Intersaction by Line part 2
26 Min


1. Syllabus
2. 1.1
3. 1.2
4. 1.3
5. 1.4 Part 1
6. 1.4 Part 2
7. 2.1
8. 2.2
9. 2.3
10. 3.1
11. 3.2
12. 4.1
13. 4.2
14. 4.3
15. 4.4
16. 4.5
17. 4.6
18. 1.3 Examples

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126205 BSC Semester 2 Mathematics (NEP)

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