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🔷06 - Symmetric and Skew Symmetric Matrices | Properties
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🔷06 - Symmetric and Skew Symmetric Matrices | Properties
In todays video, we shall discuss what symmetric and skew-symmetric matrices are, and also their properties.
1. A square matrix A is said to be symmetric if the transpose of A is equal to A.
2. A square matrix B is said to be skew-symmetric is the transpose of B is equal to -B. Notice that a skew symmetric matrix has its diagonal elements to be zero.
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00:00 - Intro
00:42 - Symmetric Matrix
03:52 - Skew-Symmetric Matrix
07:38 - Properties of Symmetric Matrix
09:38 - Properties of Skew-Symmetric Matrix
In todays video, we shall discuss what symmetric and skew-symmetric matrices are, and also their properties.
1. A square matrix A is said to be symmetric if the transpose of A is equal to A.
2. A square matrix B is said to be skew-symmetric is the transpose of B is equal to -B. Notice that a skew symmetric matrix has its diagonal elements to be zero.
Visit channel Playlist for more videos on Engineering mathematics, applied electricity and Basic Mechanics.
Kindly support and Subscribe
Thank you
00:00 - Intro
00:42 - Symmetric Matrix
03:52 - Skew-Symmetric Matrix
07:38 - Properties of Symmetric Matrix
09:38 - Properties of Skew-Symmetric Matrix
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