Sachin M Gunaga
HOD
Department of Science & Humanities
M.L.Bharatesh Polytechnic
Belagavi.

Rayleigh's Power Method to find Eigen value and Eigen vector | Example 1 | Part 16 | Linear Algebra
24:57
Rayleigh's Power Method to find Eigen value and Eigen vector | Example 1 | Part 16 | Linear Algebra
Eigen values and Eigen vectors | 2x2 Matrix | Example 2 | Part 15 | Linear Algebra
11:45
Eigen values and Eigen vectors | 2x2 Matrix | Example 2 | Part 15 | Linear Algebra
Eigen values and Eigen vectors | 2x2 Matrix | Example 1 | Part 14 | Linear Algebra
20:02
Eigen values and Eigen vectors | 2x2 Matrix | Example 1 | Part 14 | Linear Algebra
Gauss Seidel Method | Example 2 | Part 13 | Linear Algebra
20:07
Gauss Seidel Method | Example 2 | Part 13 | Linear Algebra
Gauss Seidel Method | Example 1 | Part 12 | Linear Algebra
27:08
Gauss Seidel Method | Example 1 | Part 12 | Linear Algebra
Gauss Jordan Method | Example 2 | Part 11 | Linear Algebra
20:05
Gauss Jordan Method | Example 2 | Part 11 | Linear Algebra
Gauss Jordan Method | Example 1 | Part 10 | Linear Algebra
24:29
Gauss Jordan Method | Example 1 | Part 10 | Linear Algebra
Gauss Elimination Method | Example 2 | Part 9 | Linear Algebra
15:18
Gauss Elimination Method | Example 2 | Part 9 | Linear Algebra
Gauss Elimination Method | Example 1 | Part 8 | Linear Algebra
19:05
Gauss Elimination Method | Example 1 | Part 8 | Linear Algebra
Examples to find consistency of the system of Linear Equations | Part 7 | Linear Algebra
23:19
Examples to find consistency of the system of Linear Equations | Part 7 | Linear Algebra
Examples to find consistency of the system of Linear Equations | Part 6 | Linear Algebra
22:26
Examples to find consistency of the system of Linear Equations | Part 6 | Linear Algebra
Diploma Engineering Maths Most important questions| C-20 Revised Syllabus | Part 4 | Scoring package
43:53
Diploma Engineering Maths Most important questions| C-20 Revised Syllabus | Part 4 | Scoring package
Diploma Engineering Maths Most important questions| C-20 Revised Syllabus | Part 3 | Scoring package
36:45
Diploma Engineering Maths Most important questions| C-20 Revised Syllabus | Part 3 | Scoring package
Diploma Engineering Maths Most important questions| C-20 revised Syllabus | Part 2 | Scoring package
43:49
Diploma Engineering Maths Most important questions| C-20 revised Syllabus | Part 2 | Scoring package
Diploma Engineering Mathematics C -20 | Last Minute Formulas list to remember
9:10
Diploma Engineering Mathematics C -20 | Last Minute Formulas list to remember
Consistency of the system of Linear Equations | Part 5 | Linear Algebra
8:39
Consistency of the system of Linear Equations | Part 5 | Linear Algebra
Examples to find Rank of matrix using Echelon form | Part 4 | Linear Algebra
14:15
Examples to find Rank of matrix using Echelon form | Part 4 | Linear Algebra
Examples to find Rank of matrix using Echelon form | Part 3 | Linear Algebra
12:04
Examples to find Rank of matrix using Echelon form | Part 3 | Linear Algebra
How to find Rank of matrix using Echelon form | Part 2 | Linear Algebra
5:15
How to find Rank of matrix using Echelon form | Part 2 | Linear Algebra
Elementary Transformation of matrices | Rules of Row & Column Transformation | Part 1
15:15
Elementary Transformation of matrices | Rules of Row & Column Transformation | Part 1
Example 10 : If r = a(1+cosθ) then show that ρ²/ r is constant | Part 33
20:19
Example 10 : If r = a(1+cosθ) then show that ρ²/ r is constant | Part 33
Example 9 : Show that for the curve r(1-cosθ)=2a the radius of curvature is 2r^(3/2) /√a | Part 32
21:55
Example 9 : Show that for the curve r(1-cosθ)=2a the radius of curvature is 2r^(3/2) /√a | Part 32
Example 8 : Show that for the curve r = ae^θcotα , ρ/r is constant | Part 31
11:20
Example 8 : Show that for the curve r = ae^θcotα , ρ/r is constant | Part 31
Example 7 : Find radius of curvature for curve whose intrinsic eqn s=a log{tan(π/4 + ψ/2)} | Part 30
8:33
Example 7 : Find radius of curvature for curve whose intrinsic eqn s=a log{tan(π/4 + ψ/2)} | Part 30
Example 6 : Show that radius of curvature for catenary , y=a log(sec(x/a)) is = asec(x/a) | Part 29
9:03
Example 6 : Show that radius of curvature for catenary , y=a log(sec(x/a)) is = asec(x/a) | Part 29
Example 5 : Find Radius of curvature for the given curve | Part 28 | Module 1 | Calculus
16:44
Example 5 : Find Radius of curvature for the given curve | Part 28 | Module 1 | Calculus
Example 4 : Find Radius of curvature for the given curve | Part 27 | Module 1 | Calculus
23:04
Example 4 : Find Radius of curvature for the given curve | Part 27 | Module 1 | Calculus
Example 3 : Show that for the catenary y = c cosh(x/c) the radius of curvature = y²/c | Part 26
9:26
Example 3 : Show that for the catenary y = c cosh(x/c) the radius of curvature = y²/c | Part 26
Example 2 : Find Radius of curvature for the given curve | Part 25 | Module 1 | Calculus
23:38
Example 2 : Find Radius of curvature for the given curve | Part 25 | Module 1 | Calculus
Example 1 : Find Radius of curvature for the given curve | Part 24 | Module 1 | Calculus
15:41
Example 1 : Find Radius of curvature for the given curve | Part 24 | Module 1 | Calculus