Dive into a comprehensive video series on Continuity and Differentiability for CBSE/ISC Class 12 mathematics. Master key concepts including product rule, quotient rule, chain rule, differentiability of functions, implicit functions, inverse trigonometric functions, trigonometric substitutions, logarithmic differentiation, parametric differentiation, differentiation of infinite series and determinants, higher order derivatives, and mean value theorems (Rolle's and Lagrange's). Through 14 in-depth videos, gain a thorough understanding of differentiation techniques essential for success in Class XII examinations and beyond.
Differentiation - Derivatives for Class 12th - Continuity and Differentiability
Neha Agrawal Mathematically Inclined via YouTube
Overview
Syllabus
PRODUCT RULE/ QUOTIENT RULE/ CHAIN RULE CONTINUITY AND DIFFERENTIABILITY PART-2.
DIFFERENTIABILITY OF A FUNCTION: CONTINUITY AND DIFFERENTIABILITY PART-1 CLASS XII 12th.
DIFFERENTIATION OF IMPLICIT FUNCTIONS- CONTINUITY AND DIFFERENTIABILITY PART 3 CLASS XII 12th CBSE.
DIFFERENTIATION OF INVERSE TRIGONOMETRIC FUNCTIONS CONTINUITY AND DIFFERENTIABILITY PART-4 CBSE 12th.
DIFFERENTIATION USING TRIGONOMETRIC SUBSTITUTIONS/ CONTINUITY AND DIFFERENTIABILITY PART-5 CBSE 12th.
LOGARITHMIC DIFFERENTIATION CONTINUITY AND DIFFERENTIABILITY PART-6 CBSE 12th.
PARAMETRIC DIFFERENTIATION CONTINUITY AND DIFFERENTIABILITY PART-7 CBSE 12th.
DIFFERENTIATION OF ONE FUNCTION W.R.T ANOTHER (CONTINUITY AND DIFFERENTIABILITY PART-8 CBSE 12th).
DIFFERENTIATION OF INFINITE SERIES (CONTINUITY AND DIFFERENTIABILITY PART-9 CBSE 12th).
DIFFERENTIATION OF DETERMINANTS (CONTINUITY AND DIFFERENTIABILITY PART-10 CBSE 12th).
HIGHER ORDER DERIVATIVES/ DOUBLE DIFFERENTIATION-PART 1 (CONTINUITY AND DIFFERENTIABILITY PART 11).
HIGHER ORDER DERIVATIVES/ DOUBLE DIFFERENTIATION PART-2 (CONTINUITY & DIFFERENTIABILITY PART 12).
ROLLE'S THEOREM-MEAN VALUE THEOREMS PART-I (CONTINUITY AND DIFFERENTIABILTY PART 13).
LAGRANGE'S THEOREM-MEAN VALUE THEOREMS PART-II (CONTINUITY AND DIFFERENTIABILTY PART 14).
Taught by
Neha Agrawal Mathematically Inclined
