Graphs in calculus | JEE Maths Videos | Ghanshyam Tewani | Cengage

Buy JEE Maths video lectures : Call 07814166606, 0172-4280095, Visit our website www.tewanimaths... Prof. Ghanshyam Tewani is author of many books on IITJEE mathematics published by worlds one of the most renowned publisher CENGAGE LEARNING. These books are appreciated all over INDIA and abroad. These books are now one of the top selling books in INDIA. Some books authored by Prof. Ghanshyam Tewani are 1. Algebra 2. Coordinate Geometry 3. Trigonometry 4. Calculus 5. Vectors and 3-D Geometry Prof. Ghanshyam Tewani has experience of 15 years for training students in Mathematics for IITJEE and other competitive examinations. He has worked for four years for FIITJEE Ltd., Delhi , the renowned name in IITJEE coaching. He is a rare genius, acknowledged as one of the best national level teachers in mathematics. His intense and concise lectures are aimed at clearing the student's fundamental concepts in mathematics and at the same time, laying a strong foundation for better understanding of complex problems. A man of uncommon devotion, he leaves no stone unturned to help out needy and deserving students. Every single word he speaks is weighed, for he believes in precision. In his own words, "For me each student counts, each one must learn to the best of his / her capability." Being a perfectionist, he doesn't tolerate even a minor error. It is not surprising that the best & most brilliant of student community hold him as their ideal and an adored mentor. Our Mission To develop a strong base with deeper understanding, and strengthen theoretical and applied dimensions of mathematics. To equip the students with a set of conceptual skills, intuitive tricks and fast methods to make them more confident and consequently expel the baseless fear of mathematics. (Buy iitjee videos : Call 07814166606, 0172-4280095, Visit our website www.tewanimaths.com)

[@kanchanbagri6649]

Sir..this series has helped me immensely since a week..helped me revise quite many important topics of my two years prep..and thanx a lot..ur humbleness is godly..many talk abt u at fiitjee kolkata

[@Smokeshowgg]

I took Prof. Ghanshyam's classes back in 2006-07 for JEE, he's got a knack of simplifyig difficult problems and concepts.

[@iit8682]

No words

[@ujjw1234]

Excellent video.....best one on playing with graphs

[@MathsByPushkarSir]

Extraordinary

[@rohanprajapati3321]

धन्यवाद,शिक्षक महोदय

[@pritammishra3360]

your teaching style is superb

[@pushpadevi9334]

please sir , one more video on graphs!

[@SaiKrishna-qp9jn]

sir u are the best maths sir in the world

[@aaghaatproductions1923]

Real thank you sir

[@dreadpirateroberts3902]

bhot sundar sir maza aa gaya

[@rajeshgupta7042]

How do he write

[@thecrew8576]

Thank you sir

[@rajatparab8116]

Thankyou sir You are legend

[@vidyanand_iit2883]

You Are A Real Legend Sir

[@firstyfirst]

The truest teacher

[@ramanujancollegeofmathemat6087]

You are the god of mathematics sir

[@gamingguys6571]

One of the best approaches!!

[@codeguy21]

Sir thanks for ur cengage

[@samridhsingh1602]

Thanks sir you are doing good

[@eruvalasudheerkumar3149]

Sir, how f(-1/2) is +ve. Where the base of the log is 'e'

[@ShikharGoswami]

Sir please cramers rule and theory of equations

[@kartikeya7860]

Thanks Sir for this dedication...

[@harshalasimaiya3621]

Thanks sir please make more videos

[@anubhavmalviya4444]

Sir you are legend ... The way you explain the concepts are really outstanding... It helps me alot..... Thanks sir for your kind humbleness

[@tushargoyaliit]

Thanks Really very great person of my life

[@shresthyadav6510]

Thanks sir.

[@werstrugglers1170]

Thankyou sir

[@SamikshaBhardwaj]

Thanks for this video sir

[@b4u50]

🙏

[@nishantmudgal4434]

Yahi Hain Kya G.Tewani....Bohot Hard Book H inki.. Honestly Mere To Bss Ki Nahi H...

[@franky0226]

Sir.. please progressions (sequence and series)

[@ananyamahato6789]

Sir can u please explain a question g(x+g(y)+xg(y))= y+ g(x)+yg(x) for all x and y in their domain. 1. A non polynomial solution of g has domain? 2.total no. Of function g satisfying functional relationship are?

[@gtimeducation]

Put x = 0, we get g(g(y)) = y + g(0) + yg(0). Not put x = y = 0 we get g(g(0))= g(0). So, g(0) = 0. So, we have g(g(y)) = y. That means function g(x) is such that it is inverse of itself. There can be infinite such functions, like g(x) = x, 1/x, (1- x)/(1 + x) and many more. Domain of the function depends on which function we are choosing.

[@ananyamahato6789]

Thank you sir

[@saanvi652]

It helped a lot sir Got manly of my doubts cleared Thanks a lot sir 💙💛

[@pramodtiwari5443]

Sir full lecture please upload

[@RubiKumari-we2qy]

Sir, please... ....upload one more video on graph

[@kailashbhayal8652]

Hello sir please upload kvpy paper solution video

[@tusharbhatia870]

Sir can you teach permutations and combinations from start please sir..

[@upendherchalla6433]

Fidaa hojayee aapka teaching style .thanks allot for uploading these concepts which would help starting students

[@amanrubey]

At 17:36 why was this possibility rejected that f(x) between 2 and 3 didn't come below y=1?

[@shubhtyagi7121]

Sir only one important topic left:: Sequence and progression

[@36-chilakalaprajitreddy9]

We appreciate u for ur efforts in providing quality teaching at the last moment

[@hamsterenstagram7526]

You are great sir, i use g tewani books and i always used to learn something new from the book, the quality qs in the book are great, thanks sir thanku....

[@padmakant1]

thank you sir..you are working really hard for us..thanks a lot.

[@itsadityagupta2110]

Sir you are literally brilliant 🙂

[@krishnaujjwal1263]

thanks a lot sir..u r really best tutor..u have made maths very easily to understnd and to apply.. ..

[@lakshaysharma8364]

Sir ji awesome aab samajh aya curve drawing.

[@dubeyd5384]

Aapki books kaise mangwa sakte hai, kitni fees deni hogi kaise pta chale

[@PoojaYadav-pf6ve]

Sir at 17:35 why graph between 2 and 3 doesnot below horizontal line 1

[@technicalboy3699]

Sir plz make a video on how to take image of a curve w.r.t a line.

[@gameginger5529]

Your books are great, i always follow your books , u are very helpful sir, heartful thanks to such great genius teacher.

[@dragoogamingyt4107]

bro iit me selection hua ?

[@gameginger5529]

@@dragoogamingyt4107 nhi but NIT me hogya

[@dragoogamingyt4107]

OP BRO MERA IIT DELHI CHEMICAL 😂😂

[@gameginger5529]

@@dragoogamingyt4107 congrats brother

[@pchandrasekhar5404]

Sir won't there be another turning pt in mius infinity and0 since f(-1)=1in22.33time of video

[@FieryFlare]

Legggggend

[@29akhil56]

Sir,Subscribing to your channel is one of the best things that I have done in my life .

[@aditipatil119]

Sir pls upload video on some important question which u feel must be revised or solved once before 19 may.... Waiting Eagerly .....☠🤗🤗🤗

[@karansahni5469]

Good job sir Keep it up

[@Saksham-Gupta]

is amit m aggarwal book good??

[@ayushff2197]

Sir plz make videos on jee advanced 2020

[@amanrubey]

Why 1/√2 - tends to -infinity? In last question 28:02

[@gtimeducation]

we f(x) = log(sqrt( 1- x^2) - x). When x -> (1/√2)-, i.e. when x is very close to 1/√2 but slightly less then 1/√2., sqrt(1 - x^2) tends to 1/√2 but slightly greater than 1/√2 and then we subtract (1/√2)-. So, the difference approaches to 0+. When argument of log is 0+, the value of log approaches to -infinity. Check the nature of the log function

[@adilansari-sx8qu]

Wow 🌟🌟🌟🌟🌟

[@amanrubey]

Sir xsinx jaise questions solve karne ke liye bhi graph banane preferable Hai? e^-x . sinx type graph , istarah vale

[@shubhampathak260]

Aapne 21 20 time par jo graph banaya h sir uska curvature kaise decide kiya infinity par to graph kisi bhi tareeke se ja sakta h

[@roshansphotography4140]

Sir, why upload all the videos at the last moment, before advanced????

[@amanrubey]

Roshan's Photography so that you can take drop

[@amanrubey]

Kidding .. BTW who are you to question him . he will upload whenever he wants according to his convenience.

[@amanrubey]

Roshan's Photography go get some sleep

[@hanishreddy1142]

Sir Can you teach for Jee 2020 This is the right time to start

[@padmakant1]

this video was really needed..thank you

[@pritammishra3360]

how to draw graphs of func like x^2/3+y^2/3=a^2/3

[@harikumar4928]

Its cycloid..

[@AbhishekAswal-tg7gv]

ITS CALLED an ASTROID.

[@ravikumarbihar3286]

Sir in question 1 we luckly got at 4 F(x) as 6 and in case of zero also but .. What is the general way of getting the vale

[@moonmajumder1632]

Pehle baklol the ab bhoukal macha denge...😂😂thank u so much sir for ur support

[@Dharmarajan-ct5ld]

Dear Mr ghanshyam, 1. In jee 2013 question, you need ""points"" of local max/min . You need not find f value for graph. 2. Moreover, you say in the end you have to draw 5 graphs ?? 3. a =|x| , b=|x+2| . a+b - |a-b| is question. For a >,= b, f=2b. For a

[@amanrubey]

G Tewani Rocks

[@prakashchandra4427]

Great teacher

[@tusharsachan9968]

First to see

[@sitasrivalli2258]

No PROGRESSIONS&SERIES till now. Bad. Very bad

[@gtimeducation]

# Best of Best # Tomorrow next

[@sitasrivalli2258]

Sorry for that. Thank you.

[@harishd37]

He's trying his best to help us. You needn't post that you want progression and series in every video of his. He already said in another video that he'll upload it tomorrow.

[@sonutomar1604]

# Best of Best # Sir know everything what will be important and what has to be uploaded according to priority... so keep patience

[@OOPOO-bm8ck]

thank you so much sir