# New Class 12 2022-2023 NMS

###### Course Fees: 22 BHD(Inclusive of VAT)
17 STUDENTS ENROLLED

### Course Curriculum

 How to study for exams and get better grades How to study for exams to get better grades (lecture 1) 00:05:00 How to study for exams to get better grades (lecture 2) 00:05:00 Matrices Matrices and determinants (lecture 1) 00:21:00 Matrices addition and subtraction (lecture 2) 00:22:00 To split a matrix into two parts symmetric + skew symmetric (lecture 3) 00:09:00 How to multiply two matrices 00:18:00 Word problems in matrix multiplication(lecture 5) 00:06:00 Inverse using adjoint method (lecture 6) 00:10:00 Inverse of matrix using row transforms 2×2 (lecture7) 00:33:00 Matrices Adjoint(AB) problem 00:02:00 Doubts students have asked before before board exam matrix 1 00:02:00 Matrices notes and study material 00:00:00 Matrices and determinants assignment for board exam2021 00:00:00 Some interesting applications of matrices How Matrix multiplication is actually used in industry 00:08:00 How to send secret messages using matrices 00:07:00 Computer graphics using transforming matrices 00:18:00 Computer graphics and transforms using matrices. Interesting but not in the CBSE COURSE 👇👇 00:18:00 My notes downloads Review material on matrices for school exam 00:00:00 Full solutions to text book questions on matrices (3.1,3.2,3.3) 00:00:00 Notes on relations and functions 00:00:00 Notes on continuity and Differentiability 00:00:00 Notes on derivatives 00:00:00 Ultimate practice book on derivatives 00:00:00 Relations and functions and inverse trigonometric NCERT book solutions 00:00:00 Relations and functions Relations and functions (lecture 1) 00:34:00 Relations and functions (lecture 2) 00:10:00 Relations and functions (lecture 2a) 00:14:00 Relations and functions (lecture 2b) 00:06:00 Relations and functions (lecture 2c) 00:08:00 Relations and functions (lecture 3) 00:03:00 Relations and functions (one one and onto) (lecture 4) 00:10:00 Relations and functions (lecture 5) 00:18:00 Inverse trigonometric functions Basics of inverse trigonometric functions (lecture 1) 00:15:00 Basics of Inverse trigonometric functions (lecture 2) 00:15:00 Limits Continuity and differentiability Concept of limits 00:15:00 Concept of limits and continuity 00:16:00 Left hand and right hand limits 00:06:00 Limits Continuity and Differentiability(overall view) 00:00:00 Review material for limits and derivatives and relations functions 00:00:00 Derivatives Derivatives 1 00:16:00 How to take the derivative 00:00:00 Derivatives of composite functions (chain rule ) 00:45:00 Derivatives of inverse trigonometric functions 00:20:00 Derivatives of implicit functions 00:45:00 Derivatives of implicit functions (lecture 1) 00:11:00 Derivatives of Implicit functions (lecture 2) 00:11:00 Derivatives of one function with respect to other function 00:13:00 Derivatives of parametric functions (lecture 1) 00:09:00 Derivatives of parametric functions (lecture 2) 00:10:00 Three important questions on derivatives 00:12:00 Second order derivatives lecture 2 (NMS) 00:10:00 Second order derivatives lecture 2 (NMS) 00:10:00 Derivatives summary 00:25:00 Derivatives NCERT questions ex 5.1 to misc 00:00:00 Derivatives Assignment questions (past years higher order questions) 00:20:00 Review for midterm exam Matrices review for the exam (5 points ) 00:00:00 Full solutions to text book questions on matrices (3.1,3.2,3.3) 00:00:00 Applications of Derivatives Rate of change of quantities 00:25:00 The car chase . Rate of change of quantities ( Lecture 4) 00:09:00 Rate of change doubt 00:03:00 Lecture 1 increasing and decreasing functions 00:17:00 Lecture 2 on increasing decreasing functions(how to take intervals) 00:20:00 Lecture 3 Increasing decreasing of trigonometric functions 00:15:00 Lecture 4 increasing decreasing continued 00:11:00 Important questions on Increasing and decreasing functions and rate of change 00:08:00 Maxima and minima (lecture 1) 00:15:00 Maxima and minima (lecture 2) 00:17:00 Maxima and minima (lecture 3) 00:00:00 Maxima and minima (lecture 4) 00:13:00 First derivative test for finding maxima or minima 00:13:00 Maxima Minima Board exam questions assignment 00:08:00 Indefinite integration Integration (basics) 00:02:00 Integration lecture 1 (7.1 1 to 6) 00:08:00 Integration lecture 2(7 to 12) 00:08:00 Integration lecture 3 ( 13 to 22) 00:07:00 Integration by substitution (lecture 4) 00:12:00 Integration product rule doubt 00:03:00 Integration notes for applied mathematics 00:00:00 Quick integration (part 1) 00:16:00 Quick integration 2 00:00:00 Misc examples on integration 00:13:00 Integration doubts 00:03:00 Integration doubts for 2020 board exam 00:05:00 Notes on Indefinite integration part 1 00:00:00

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