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Engineering Mathematics - GATE - Calculus - Part 3 - continuity and differentiability
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Complete calculus for GATE, Concept on continuity and differentiability, left hand derivative and right hand derivative, explanation through numerical and relation between differentiability and continuity

Prakhar Shrivastava
INDUSTRIAL AND PRODUCTION | IIT B | NITIE | GATE - 2016 ( AIR -03, SCORE - 939/1000) |Tennis | Street plays | Foodie

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thank you sir very nice explanation .
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if the limit exists then only we may have continuity, if continuity exists then only we may have differentiability
1. ENGINEERING MATHEMATICS CALCULUS By Prakhar Shrivastava

2. Educator's Introduction Prakhar Shrivastav I am an Industrial and production engineering graduate JEC, Jabalpur GATE 2016 AIR 03 (PI GATE SCORE 939/1000 Cracked written and interview for IEOR, IIT B Currently pursuing PGDIE from NITIE, Mumbai (One of the 15 centers of excellence including IIT's and IIM's) My hobbies- Tennis, Street plays and big time Foodie Https://unacedemy.com/userPrakharshrivastava333

3. 2 CONTINOIT (u) is . conti neous atX: Ca)-delinate no defined 2 ont and jCa .e t hard continuity. - Right hand cortinut (a+o)

4. Contuty gien intea n open teeval is said to be contineous in inervo a b i i is cortineous at cach ard evex point intetval Continuty in closed interval [a,b] it Sho contineou Might uld be conineow at open interwal Co,b a l

5. Ans (0) 0 ddt unit" fight Uni d(0) rNouw d n ight and devivatveI dn 01.

6. Slopc etivati ve : Stand a omuloe pOT a Sn

7. ilhentiabtt and cominuiy ah 01 tha + J Contneou at that point dlo out vice orla A ot true a V At Notch Jundion not dventiable as sg as Sqh deuivativeuuu change -

8. THANK YOU RATE REVIEW RECOMMEND COMMENT