Lesson 13 of 15 • 2 upvotes • 12:35mins
This lesson is about the basic concept of Maximum and minimum value of function. It includes local max, local minimum, critical points, global maximum and global minimum values.
15 lessons • 3h 19m
Overview of the Course (in Hindi)
7:18mins
Introduction of Differential Calculus (in Hindi)
12:40mins
Differentiability of Functions (in Hindi)
15:00mins
Problems on Differentiability (in Hindi)
14:47mins
Important Rules of Differentiation (in Hindi)
10:26mins
Differentiation of Function of Function and Implicit Function (in Hindi)
15:00mins
Differentiation of Parametric functions & Logarithmic functions(In Hindi)
14:40mins
Derivative as Rate measurer(In Hindi)
14:58mins
Geometrical meaning of Derivative (In Hindi)
15:00mins
Previous years questions- Geometrical meaning of dy/dx
13:15mins
Rolle's Theorem and Lagrange's Mean Value Theorem.
13:07mins
Previous year question on Rolle's Theorem and LMVT
12:02mins
Maxima and Minima of a function- Part I
12:35mins
Maxima and Minima- Increasing and decreasing, point of Inflexion
15:00mins
Previous years questions- Maxima & Minima
13:47mins