Course Description
Language of Instruction:English|Category: Mathematics: 11th-12th grade; Applied Mathematics: Grad/Post-Grad
Master Continuity and Differentiability to score high in CBSE Grade 12 examinations
This course will be focusing on Continuity and Differentiability chapter which is a high scoring Chapter in Grade 12 CBSE Math syllabus. This video tutorial is designed to give you a thorough conceptual understanding of Continuity and Differentiability in a crystal clear manner. 31 Video tutorials will give you tricks and tips to solve the complex Continuity and Differentiability problems in an easy and efficient way. New problems will also be added regularly to keep you upgraded with the topic.
The course will be conducted by Alex, an instructor with wide experience in training many students for the aptitude portion for various entrance exams like CAT, GRE, GMAT, and Bank PO exam etc. He has also taught many Grade 12 Math students.
Enroll in this course to master Continuity and Differentiability chapter to understand this difficult topic of Grade 12 Math!
Why should you enroll in this course?
- This course will focus on high scoring chapter of Continuity and Differentiability in Grade 12 Math
- This course contains 31 video tutorials which will be explaining each concept in a crystal clear manner
- This course will be conducted by an instructor who has trained many students in Aptitude related topics
What’s in the course:
- 31 Video Tutorials - over 3 hours of recordings
- Get access to video tutorials immediately after enrolling in the course
Class 12 Math Video Tutorials for Continuity and Differentiability online course outline:
- Continuity and differentiability
- Derivative of composite functions
- Chain rule
- Derivatives of inverse trigonometric functions
- Derivative of implicit function
- Concept of exponential and logarithmic functions and their derivative
- Logarithmic differentiation
- Derivative of functions expressed in parametric forms
- Second order derivatives
- Rolle's and Lagrange's Mean Value Theorems (without proof) and their geometric interpretation
About the course instructor:
Alex is an experienced Math instructor who has taught Math from last 31 years. He has also trained many students in the aptitude portion which comes in various competitive exams like CAT, GRE, GMAT, and Bank PO exam etc.