#02 Repeated Limit of Function of several variables | Simultaneous limit of function of two variable

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In This video we are discussed basic concept of Repeated Limit of Function of several variables. This video lecture helpful to engineering students and under graduate student .this is also helpful to CSIR NET/GATE/IIT JAM/NBHM /TIFR students.

#functionofseveralvariable #ammathstutorials #repeatedlimitoftwovariables

**Real analysis**
Important Points
Function of several variable of Repeated Limits
difference between repeated limit and simultaneous limit
double limits of Function of several variable
simultaneous limit of function of several variables
function of several variables
function of several two variables
function of several variables in hindi
function of several variables of double limits
repeat limits of function of several variables
repeat limit of two variables
repeat limit existence
double limit existence of two variables
Engineering mathematics
gate mathematics
iit jam maths
function of several variables for csir net
Function of several variables of engineering mathematics
Function of Several Variables for iit jam
Function of Several Variables BSc
Function of Several Variables MSc
Function of Several Variables for higher mathematics
Function of Several Variables for CSIR NET
Function of Several Variables FOR GATE
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Bahut Acha explanation sir in less time

rajanthakur
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Thank You sir.Your video is very useful.

rmurugesan
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Thank you sir very Much for giving this idea

manashbiswal
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Sir aapke sare videos se bht help ho rhi h sir plz iit jam ke kuch ipmortant ques. Ka video daal do sir

chhayarohitsharma
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Sir Please solve this problem :
Prove that simultaneous limit does not exist
When f(x, y) = 1, if (x, y) not equal to (0, 0)
And,
f(x, y)= 0, if (x, y) = (0, 0)

ArtistRadhey
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Sir j kab khon sea method use hoga. Huma kesa pta chla g
|F(x)-l) kab use hoga

responsibilityhonesty
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sir if we have a question like this-
cheque continuity-

(x^2)*[sin(1/x)] x is not=0
f(x){

0 x=0

then in L hand limit we solve in this manner
lim (0-h)^2 sin(1/0-h)
h~0

lim h^2 sin(-1/h)
h~0

and now when put limit in books write that
0*[value between -1 to 1]
and ANS=0
but sir according to you if we expaned the sin(1/h) then we find our ans is infinite as you in this viedeo put the value of sin(1/x) as x tends to 0
plz sir i want your attention on this point plz give me right suggesion

vasantkumarmishra
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Sir apne Jo y=mx likha wo to double limit or simultaneously limit mey put kiya jata hey lekin apne for repeat limit mey likha

samiyakantabehera
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Sir which book r u following for this??

anweshabanik
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Good morning sir.... In ques 3 can't we take the simultaneous limit to be 1 ? As in that case we will get zero less than epsilon which is true.

renukasidhar
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Sir if first repeated limit tends to infinity and second repeated limit also tends to infinity, then both repeated limits will be equal and repeated limit will exist na??? Big doubt please explain?

yogendravishwakarma
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Sir graph theory ka kuch video chaie ...please sir

vnitian
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Csir net k lie several variable ka kaun sa book padhe sir

bhutbhutbhumiyar
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sir in problem 2 when x teds to zero then value of sin(1/x) must exist between [-1 1] but sir you are writing infinite it confuges because value of 0*sin(infinite) will be zero we all know it. plz reply sir

vasantkumarmishra
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Sir at 19:00 agar sir hum jante h ki sin ki value -1se 1 ke beech ayegi to phir x=o se multiply hoga to zero ayega na

nisharawat
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Dubble limit ko hi simentunstly limt bol te hh kay?.

Ishubirpur.
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Sir! Please ring thory pe lecture bnaye.

pratishthamishra
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Thoda bada likhenge to comfortable hoga

rajanthakur
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Sir last question mein r raised to power 4 aaega so

priyakakkar
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sir please provide class 11 and 12 video please

edukart