Matrices | Bsc 2nd Semester | BA Bsc | Engineering Mathematics | Lecture -1 | Krishna Publication |
This video Contains -
00:00 - Lecture Intro
01:36 - Matrix
04:51 - Row Matrix
05:54 - Column Matrix
06:13 - Square Matrix
06:55 - Diagonal Matrix
09:51 - Scalar Matrix
10:09 - Identity Matrix
11:08 - Zero Matrix
11:30 - Upper Triangular Matrix
12:30 - Lower Triangular Matrix
13:06 - Equality Of Matrix
14:12 - Addition of Matrix
15:27 - Multiplication of Matrix by Scalar
16:10 - Multiplication of Two Matrices
22:40 - Periodic Matrix
23:32 - Idempotant Matrix
28:29 - Involutary Matrix
29:03 - Nilpotent Matrix
29:41 - Determinant Of a Matrix
33:10 - Singular Matrix
33:46 - Non-Singular Matrix
34:16 - Transpose Of a Matrix
35:00 - Orthogonal Matrix
36:40 - Theorem 1 - If A and B be n-rowed orthogonal matrices, AB and BA are also orthogonal matrices.
39:23 - Theorem 2 - If A is an orthogonal matrix, then A’ and 𝐴^(−1) are also orthogonal.
41:05 - Ex-1 - Determine the values of 𝛼,𝛽,𝛾 when [■8(0&2𝛽&𝛾@𝛼&𝛽&−𝛾@𝛼&−𝛽&𝛾)] is orthogonal.
45:11 Show that the matrix [■8(cos𝜃&sin𝜃@−sin𝜃&cos𝜃 )] is orthogonal.
46:29 Verify that the matrix 1/3 [■8(1&2&2@2&1&−2@−2&2&−1)] is orthogonal.
47:28 Symmetric Matrix
47:45 Skew Symmetric Matrix
47:55 Every square matrix can be expressed as the sum of symmetric and skew symmetric matrix.
49:29 Diagonal Elements of every Skew Symmetric matrix is always zero.
52:07 Ex-4 If A is a symmetric matrix then show that kA is also symmetric .
matrices bsc 2nd semester,
bsc maths 2nd semester matrices,
bsc second year linear algebra,
bsc 2nd semester math matrix important questions,
bsc 2nd sem maths matrices,
bsc 2nd semester maths matrices,
matrix b.sc 2nd semester,
bsc 2nd semester maths matrix,
bsc 2nd semester matrices,
bsc second semester maths matrix,
mathematical methods by sm yusuf chapter 9.2
matrices bsc,
matrices bsc 1st year playlist,
matrices bsc 1st year exercise 1.1,
matrices bsc physics,
matrices bsc chemistry 1st year,
matrices bsc 1st year exercise 1.1 hindi medium,
matrices and differential equations bsc,
bsc 2nd year maths linear algebra and matrices,
bsc 2nd year linear algebra and matrices,
bsc it sem 3 applied mathematics matrices,
bsc 1st year maths matrices by thakur sir,
bsc matrix chapter 1,
matrices class bsc,
matrix class bsc,
matrix class bsc agriculture,
bsc matrix chapter,
dr. gajendra purohit bsc 1st year maths matrices,
matrix bsc engineering,
matrix equation bsc,
bsc maths 1st year matrices exercise 1.2,
matrices for bsc,
bsc first year maths matrices,
bsc first year matrices,
bsc first year mathematics matrices,
bsc 1st year maths matrices solutions in hindi,
bsc maths 1st year matrices important questions,
bsc maths 1st year matrices in kannada,
jc form of matrix,
bsc maths 1st year matrices,
bsc maths 1st year matrices exercise 1.1,
bsc maths 2nd semester matrices,
bsc maths 1st semester matrices,
bsc 2nd sem maths matrices,
bsc maths 1st semester matrices one shot,
seat matrix bsc nursing 2023,
seat matrix bsc nursing 2023 jkbopee,
seat matrix bsc nursing 2023 2nd round counselling,
seat matrix bsc nursing 2022,
seat matrix bsc nursing,
seat matrix bsc nursing 2023 jharkhand,
matrix bsc,
matrices one shot bsc,
matrix bsc playlist,
bsc 1st sem maths matrices,
matrix bsc 1st year playlist,
matrix bsc 1st year important questions,
matrix bsc 3rd year,
matrix bsc 3rd year important questions,
matrix bsc 3rd year question paper,
matrix bsc 1st year playlist in hindi,
matrix bsc 1st year playlist in kannada,
bsc 2nd year maths matrices,
bsc sem 2 maths matrices,
matrix unit 6,
matrix linear algebra,
mathematical physics matrix,
9 matrix
Matrices | Bsc 2nd Semester | BA Bsc | Engineering Mathematics | Lecture -1 | Krishna Publication