| Matrices |
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Matrices and determinants (lecture 1) |
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00:21:00 |
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Matrices addition and subtraction (lecture 2) |
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00:22:00 |
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To split a matrix into two parts symmetric + skew symmetric (lecture 3) |
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00:09:00 |
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How to multiply two matrices |
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00:18:00 |
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Multiplication of matrices (lecture 4) |
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00:24:00 |
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Word problems in matrix multiplication(lecture 5) |
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00:06:00 |
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Inverse using adjoint method (lecture 6) |
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00:10:00 |
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Inverse of matrix using row transforms 2×2 (lecture7) |
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00:33:00 |
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How to find inverse of a matrix using Row transforms(lecture 8) |
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00:14:00 |
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Matrices Adjoint(AB) problem |
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00:02:00 |
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Doubts students have asked before before board exam matrix 1 |
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00:02:00 |
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Matrices and determinants assignment for board exam2021 |
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00:00:00 |
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Matrices notes and study material |
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00:00:00 |
| More interesting applications of matrices |
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How Matrix multiplication is actually used in industry |
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00:08:00 |
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Computer graphics and transforms using matrices. Interesting but not in the CBSE COURSE 👇👇 |
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00:18:00 |
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How to use matrix theory for computer graphics ? |
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00:15:00 |
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How to send secret messages using matrices |
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00:07:00 |
| DETERMINANTS |
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Determinants basics (lecture 1) |
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00:14:00 |
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Determinants ex 4.2 (1 to 5) (lecture 3) |
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00:11:00 |
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Properties of determinants (lecture 2) |
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00:21:00 |
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Properties of determinants page 120 6,7,8 |
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00:09:00 |
| Relations and function |
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Relations and functions (lecture 1) |
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00:34:00 |
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Relations and functions (lecture 2) |
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00:10:00 |
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Relations and functions (lecture 2a) |
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00:14:00 |
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Relations and functions (lecture 2b) |
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00:06:00 |
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Relations and functions (lecture 2c) |
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00:08:00 |
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Relations and functions (lecture 3) |
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00:03:00 |
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Relations and functions (one one and onto) (lecture 4) |
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00:10:00 |
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Relations and functions (lecture 5) |
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00:18:00 |
| Inverse trigonometric functions |
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Basics of inverse trigonometric functions (lecture 1) |
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00:15:00 |
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Basics of Inverse trigonometric functions (lecture 2) |
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00:15:00 |
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Basics of inverse trigonometric functions (lecture 3) |
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00:13:00 |
| Limits continuity and derivability |
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Limits and derivatives (lecture 1) |
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00:16:00 |
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Lecture 2 limits |
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00:11:00 |
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Left hand and right hand limits |
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00:06:00 |
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Concept of limits and continuity |
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00:16:00 |
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Limits Continuity and Differentiability(overall view) |
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00:00:00 |
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Continuity and differentiability 1 |
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00:15:00 |
| Derivatives |
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Derivatives 1 |
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00:16:00 |
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How to take the derivative |
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00:16:00 |
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Derivatives of composite functions (chain rule ) |
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00:45:00 |
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Derivatives of inverse trigonometric functions |
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00:20:00 |
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Derivatives of implicit functions |
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00:45:00 |
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Derivatives of logarithmic functions |
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00:45:00 |
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Derivatives of parametric functions |
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00:45:00 |
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Derivatives of one function with respect to other function |
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00:13:00 |
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Second order derivatives (Important questions) |
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00:30:00 |
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Second order derivatives lecture 2 (NMS) |
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00:10:00 |
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Derivatives summary |
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00:25:00 |
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Three important questions on derivatives |
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00:12:00 |
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Higher order questions in derivatives |
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00:00:00 |
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very important questions and tricky question in derivatives |
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00:04:00 |
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Derivatives (important questions for terminal exam) |
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00:25:00 |
| Applications of derivatives |
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Rate of change of quantities |
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00:25:00 |
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Lecture 1 increasing and decreasing functions |
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00:17:00 |
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Lecture 2 on increasing decreasing functions(how to take intervals) |
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00:20:00 |
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Lecture 3 Increasing decreasing of trigonometric functions |
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00:15:00 |
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Lecture 4 increasing decreasing continued |
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00:11:00 |
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Important questions on Increasing and decreasing functions and rate of change |
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00:08:00 |
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Tangents and normals (lecture 1) |
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00:14:00 |
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Tangents and normals (lecture 2) |
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00:15:00 |
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Tangents normals (lecture 3) |
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00:17:00 |
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Tangents and normals (lecture 4) |
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00:11:00 |
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ROLLES theorem |
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00:17:00 |
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The mean value theorem |
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00:14:00 |
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Maxima and minima (lecture 1) |
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00:15:00 |
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Maxima and minima (lecture 2) |
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00:17:00 |
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Maxima and minima (lecture 3) |
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00:00:00 |
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Maxima and minima (lecture 4) |
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00:13:00 |
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First derivative test for finding maxima or minima |
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00:13:00 |
| Linear programming |
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linear programming lecture 1 |
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00:16:00 |
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Lecture 2 of linear programming |
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00:12:00 |
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linear programming lecture 3 |
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00:10:00 |
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Linear programming (aeroplane question) lecture 4 |
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00:08:00 |
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Linear programming manufacturing problem |
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00:10:00 |
| INTEGRATION |
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Integration (basics) |
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00:02:00 |
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Integration lecture 1 (7.1 1 to 6) |
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00:08:00 |
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Integration lecture 2(7 to 12) |
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00:08:00 |
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Integration lecture 3 ( 13 to 22) |
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00:07:00 |
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Integration by substitution (lecture 4) |
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00:12:00 |
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Integration miscellaneous exercise |
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00:00:00 |
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Integration product rule doubt |
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00:03:00 |
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Quick integration (part 1) |
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00:16:00 |
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Quick integration 2 |
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00:00:00 |
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Misc examples on integration |
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00:13:00 |
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Integration doubts |
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00:03:00 |
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Integration doubts for 2020 board exam |
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00:05:00 |
| Definite Integration |
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Definite integrals lecture 1 |
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00:20:00 |
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Definite integrals lecture 2 ex 7.9 |
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00:13:00 |
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Definite integrals Property |
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00:12:00 |
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Properties of definite lntegrals (old even function) |
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00:12:00 |
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Definite integrals lecture (very important questions) |
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00:12:00 |
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Fundamental theorem of calculus (definite integrals lecture 3) |
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00:20:00 |
| Applications of integration (area under curve) |
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Area under curve (lecture 1) |
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00:13:00 |
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Area under curve lecture 2 |
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00:13:00 |
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Area between parabola and line and two parabolas(lecture 2) |
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00:14:00 |
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Area between circle and line passing through origin(lecture 3) |
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00:14:00 |
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Area bounded by two circles(lecture 4) |
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00:00:00 |
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Area under curve lecture (ellipse and line lecture 5) |
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00:13:00 |
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Area and inequalities (lecture 6) |
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00:09:00 |
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Area Higher order question (area under a curve lecture 7) |
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00:14:00 |
| Vectors |
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Vector exercise 10.1 |
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00:12:00 |
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Vector ex 10.2 |
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00:13:00 |
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Vector ex 10.3 |
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00:08:00 |
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Vector ex 10.4 |
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00:09:00 |
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Important questions in vectors 1 |
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00:23:00 |
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Important question on vectors 2 |
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00:00:00 |
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Important question on vectors 3 |
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00:00:00 |
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Important question on vectors 4 |
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00:08:00 |
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Vectors all exercise questions from text |
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00:00:00 |
| Three Dimensional geometry |
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Solutions to chapter 12 3 d geometry |
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00:00:00 |
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3 d geometry shortest distance between two lines |
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00:00:00 |
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3 d geometry straight lines ( 5 points) |
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00:20:00 |
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3D geometry planes 10 points |
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00:20:00 |
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Lecture 2 on planes. |
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00:20:00 |
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3 D geometry planes (basic problem solving ) |
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00:20:00 |
| PROBABILITY |
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Probability lecture 1( class 11 concepts) |
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00:15:00 |
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Probability lecture 2( class 11 concept) |
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00:12:00 |
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Probability lecture 3 addition theorem(class 11 concept ) |
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00:11:00 |
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Probability Lecture 4( at least 1 concept) |
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00:06:00 |
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Probability lecture 5( De Morgan’s law) |
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00:11:00 |
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Probability lecture 6(Conditional probability |
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00:05:00 |
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Probability lecture 7 (Independent events) |
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00:08:00 |
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Probability lecture 8 (Total probability rule) |
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00:12:00 |
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Probability lecture 9 (Baye’s theorem on probability) |
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00:06:00 |
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Probability lecture 10 distributions |
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00:12:00 |
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Extra material on Bayes theorem and total probability rule |
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00:00:00 |
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Doubts asked by students for 2021 exam |
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00:00:00 |
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How to use combinations in probability |
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00:11:00 |
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Doubts asked by students for 2021 exam |
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00:00:00 |
