linear algebra
Lecture -43 Linear Transformation -7 || Raikhik Privrtn -7
Lecture -42 Linear Transformation -6 || Raikhik Privrtn -6
Lecture -41 Linear Transformation -5 || Raikhik Privrtn -5
Lecture -40 Linear Transformation -4 || Raikhik Privrtn -4
Lecture -40 Linear Transformation -4 || Raikhik Privrtn -4
Lecture -39 Linear Transformation -3 || Raikhik Privrtn -3
Lecture -39 Linear Transformation -3 || Raikhik Privrtn -3
Lecture -38 Linear Transformation -2 || Raikhik Privrtn -2
Lecture -37 Linear Transformation -1 || Raikhik Privrtn -1
Lecture -36 Basis & Dimension -6 || Aadhaar & Aayaamii -6
Lecture -35 Basis & Dimension -5 || Aadhaar & Aayaamii -5
Lecture -34 Basis & Dimension -4 || Aadhaar & Aayaamii -4
Lecture -33 Basis & Dimension -3 || Aadhaar & Aayaamii -3
Lecture -32 Basis & Dimension -2 || Aadhaar & Aayaamii -2
Lecture -31 Theorems On Linear Independence & Introduction Of Basis -1 || Raikhik Svtntr Kaa Prmey & Aadhaar Kaa Pricy -1
Lecture -30 Linearly Independent || Raikhik Svtntr
Lecture -29 Linear Space Examples Solved & Linear Independence || Raikhik Vistrti Pr Udaahrnn Hl Aur Raikhik Svtntr
Lecture -28 Examples On Subspace & Introduction Of Linear Span || Up-smsstti Pr Prshn Aur Raikhik Vistrti Kii Pricy
Lecture -27 Subspace & Its Theorems || Up-smsstti Aur Uske Prmey
Lecture -26 Examples Solved & Introduction Of Subspace || Hl Kie Ge Udaahrnn Aur Up-smsstti Kaa Pricy
Lecture -25 Introduction Of Vector Space, Group, Field || Sdish Smsstti Kaa Pricy, Smuuh, Kssetr
Lecture -24 Unitarily Similar Matrices|| Ikaaii Ruup Se Smaan Maittriks
Lecture -23 Orthogonally Similar Matrices || Onrthogonlii Smaan Maittriks
Lecture -22 Algebraic & Geometric Multiplicity || Biijgnnitiiy Aur Jyaamitiiy Bhultaa
Lecture -21 Diagonalizable Matrix || Vikrnniiy Maittriks
Lecture -20 Similarity Of Matrix || Maittriks Kii Smaantaa
Lecture -19 Caley-hamilton Theorem || Kelii-haimilttn Prmey
Lecture -18 Eigen Value || Abhilkssnnik Maan (part-3)
Lecture -17 Eigen Value || Abhilkssnnik Maan (part-2)
Lecture -16 Eigen Value || Abhilkssnnik Maan (part-1)
Lecture -15 Linear System Of Equations || Raikhik Smiikrnnon Kaa Nikaay
Lecture -14 Non Homogenous System Of Equations ||smiikrnnon Kii Gair Sjaatiiy Prnnaalii (part-2)
Lecture -13 Non Homogenous System Of Equations ||smiikrnnon Kii Gair Sjaatiiy Prnnaalii (part-1)
Lecture -12 Vector Space || Sdish Sthl
Lecture -11 Eigenvalues Of Matrices || Maittriks Ke Aaijn Maan
Lecture -10 Echelon Form Of Matrix || Aavyuuh Kaa Icelonn Prkaar
Lecture -9 Rank Of Matrix || Aavyuuh Kii Raink (part-3)
Lecture -8 Rank Of Matrix || Aavyuuh Kii Raink (part-2)
Lecture -7 Rank Of Matrix || Aavyuuh Kii Raink (part-1)
Lecture -6 Orthogonal & Unitary Matrix || Laambik Evn Ekaatmk Aavyuuh
Lecture -5 Adjoint & Inverse || Snyukt Aur Vyutkrm
Lecture -4 Determinants || Saarnnik
Lecture -3 Matrices || Aavyuuh (part-3)
Lecture -2 Matrices || Aavyuuh (part-2)
Lecture -1 Matrices || Aavyuuh (part-1)
Lecture -1 Matrices || Aavyuuh (part-1)
Maths Optional Introduction Class
Maths Optional Introduction Class
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Maths Optional by Dhrub Singh Sir