62. Canonical Form | Problem#3 | Index, Signature and Nature of Quadratic Forms

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Topics covered in playlist of Matrices : Matrix (Introduction), Types of Matrices, Rank of Matrices (Echelon form and Normal form), Inverse of a Matrix (by using Elementary Transformations and by using Gauss Jordan Method)System of Linear Equations (Consistent and Inconsistent Equations) (Unique solution, Infinite solutions, No solution), Symmetric and Skew Symmetric Matrices, Orthogonal Matrices, Eigen Values and Eigen Vectors, Diagonalization of Matrices, Cayley-Hamilton Theorem, Linear Transformation (Inverse Transformation & Composite Transformation), Orthogonal Transformation, Canonical Form or Sum of Squares Form: Index, Signature, Nature of Eigen Values, Reducing Quadratic Form to Canonical Form.





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The way you explain is Seedhi Bat no Bakwass...
Thank you so much sir...
Fantastic way of teaching 🙏🙏🙏

siddhi_sb
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Sir thank you very much I watch all your videos and the way you teach is excellent

SumitThakur-ceni
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Outstanding sir.... thank you for your this video 🤗

sakshu
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Got a clarification from this sum, thank u soo much sir 🥺

kaviyamurugan
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Thankuso very much the way uh explain is amazing ❤

aayeshaaafreen
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Reduce the quadratic form 2x_1^2 + 6x_2^2 + 2x_3^2 + 8x_1x_3 to canonical form by orthogonal reduction. Find also the nature of the quadratic form.

Skquard
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Sir, this simple trick s1, s2, s3 and that equation applicable to all ptoblems

premmetta
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Good👍👍👍👍👍👍👍👍 day of summer🌞🏖️ and I'm learning

gauravpal
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sir aapko pata nahi hai but agar aap nahi hote to mai fail ho jati

realgreybeats