CONTINUITY AND DIFFERENTIABILITY - L3

Continuity & Differentiability - Continuity|Condition For Continuity|Doubtful Points|Questions|OMR

f: RrarrR be a function defined by y=min(|x|, x^(2), x) then : O Not differentiable at 2 points O (Not differentiable at 3 points O Not differentiable at 1 point O Always continuous but not differentiable at 3 point

Continuity & Differentiability -Condition For Continuity|Questions|Types Of Discontinuity|Questions|Differentiability|OMR

Continuity And Differentiability |Excercise Questions

Which of the following is not true? (A) A polynomial function is always continuous (B) A continuous function is always differentiable (C) A differentiable function is always continuous (D) None of these

Assertion (A) : A continuous function is always differentiable. Reason (R ) : A differentiable function is always continuous.

Continuity And Differentiability |Exercise-Questions|OMR

Questions Based On Continuity And Differentiability|OMR

Continuity of Compound Functions and Differentiability Basics

Quick Revision - Limits, Continuity and Differentiability