@PRINT & NET WORLD yeah he has given the right answer i checked my answer by viewing his comment and they were matching it's an open bracket which means that all numbers between 9 and +infinity but not 9 or infinity you can watch the video on brackets and paranthesis on youtube then it will clear your confusion regarding them i did the same hope i helped you :)
Thank you sir Your way to explain the concept is really nice, awesome, fabulous, greatest............ Honestly sir, aaj mujhe pahli Baar Domain or Range samjh aayi hain Thank you Sir
First question k answer hoga Domain x belongs to real no 4/3 no include Range all real no but 0 is no include. 2nd question Domain 9 se infinity (9 is greater ) Range all natural no except zero
Answer FOR Q.1 .For Domain = R-(4/3) .For range = R- (1/3) Answer for Q.2 .For Domain= x€(9,positiveinfinite) .For range =( y is less than or equal to 1) Mobile phones mee mathematical symbols kam hai so square and curly braces nahi laga paya and belongs to ka sign bhi nahi laga paya Sorry for that.
Maybe you did a mistake in the last few questions. The last few questions were not functions they were reactions as you were not getting an image of few numbers like 2 and 0 and 4.(if you are only considering elements of R)
Sir app Ka study bahut achha Lagta hai because apki video se Sare basic clear ho Jate hai Sir I think Apne ye bahut achhe se experience Kiya hoga that knowledge should be practical based
Sir first one answer is Domain of function is ..... x is not equal to 4/3 and range of the function in terms of y {where y is equal to f(x)} y is not equals to 1/3 And sir second one answer is Domain of function is x is > 9 and range of the function is in terms of y {where y is equal to f(x)} y is not equals to 0
sir according to me answer of 1st question is Domain=x€ all real numbers except 4/3 Range=€All real numbers except 1/3 Answer of 2nd question is Domain=x€R but not 9 Range=€R but not 0 😊😊 Tell me if I am true or not!!
🙏🙏🙏Sir, What can I ask you? Sir ,this condition that x is always real value. what can we say that It is followed by all function. so please tell me......🙏🙏🙏
1) Domain = R-{4/3}
Range = R - {1/3}
2) Domain =(9, ♾️ )
Range = (0, ♾️ )
Bro 2nd answer nine nahi ho sakta because ig gives value infinity
In domain of 2nd question
And range also wrong of 2nd question
Range is range belongs to real numbers except 0
@@voicevansh564(>9 to ♾️)
Math k liye rb sir and physics chemistry k.liye physics wallah is the best
😌
True
Very true
True
Yea bro
Answers :
(1) Domain : x belongs to R-{4/3}
Range : y belongs to R-{1/3}
(2) Domain : x belongs to (9,∞)
Range : y belongs to R-{0}
Same yhi mera aaya
Sahi hai bro
Y are right
@@helencuto1723 bro its r-0 because the denominator can't be zero as it will will make the fraction undefined hope this helps.
@PRINT & NET WORLD yeah he has given the right answer i checked my answer by viewing his comment and they were matching it's an open bracket which means that all numbers between 9 and +infinity but not 9 or infinity you can watch the video on brackets and paranthesis on youtube then it will clear your confusion regarding them i did the same hope i helped you :)
Really great video kitne video dekhlo but it itna easy way mein koi nhi padhata
Thank you sir
Your way to explain the concept is really nice, awesome, fabulous, greatest............
Honestly sir, aaj mujhe pahli Baar Domain or Range samjh aayi hain
Thank you Sir
Ans of Q1 = domain =R-{4/3}
Range = R-{0}
Best maths teacher in world
1. domain R-(4/3) range R-(1/3).
2.domain (9,infinity) range R-(0).
domain ko represent kaise karenge
U r wrong first range is R-{0}
You are absolutely right... thanks for confirmation...
1st D=R-{4/3}
Range=R-{1/3}
2nd D=[9,infinity)
R=R-{0}
Hiii
First question k answer hoga
Domain x belongs to real no 4/3 no include
Range all real no but 0 is no include.
2nd question
Domain 9 se infinity (9 is greater )
Range all natural no except zero
Plz reply sir range main thoda Atka tha main bczz wha par 1 ke badle x tha ...
1. domain=x belongs to R-{4/3}
range = y belongs to R-{1/3}
2.domain = x belongs to(9 , infinite)
range = y belongs to R-{0}
Ist no. Domain R-{4/3} rangeR-{1/3} no. 2 domain (9,infinity) range Rpositive-{0} nice teaching sir
1st one is wright but second how?
2nd one is also right@@साथीसंगमनकाकुराहरु
1st answer
Dom(f)=R-{4/3}
Range(f)=R-{0}
2nd answer
Dom(f)=[9,infinity)
Range(f)=R-{0}
Baibhaw Singh Tum shi Ho lekin x>9 hoga equal nhi
@@unhuman537 correct
@@unhuman537 krisha dono ek hi baat h
1st domain R_(4/3) and range R_(1/3) 2nd domain (9,infinity ) and range R_(0)
You are right bro 👊💯
Range glt h first wlaaa
Sir aap vakye me excellent padate ho aap aise hi video banate rahe
Finally got a best maths teacher on UA-cam
Thank you so much sir
Ans to hw question
Q1
Domian R-4/3
Range R-1/3
Q2
Domain( -9, ♾️)
Range R-0
Domain : R-{4/3}
Range: R-{1/3}
Domai answer 1st = -(4/3) and range is (0) . Answer 2nd = Domai is from -9 to infinity ...and range is greater or = 0
first question answer domain R-4/3 range R-1/3 second answer domain (9,infinity) range R-0 thk u sir
For graphs : ua-cam.com/video/wgvVIyHYJD0/v-deo.html
1.domain= x€R-{4/3}, range=y€R-{1/3}.
2.domain=x€(9, infinity),range=y€R-{0}.
Right ans.
2. Range should be y>0 because y cannot be negative anytime
Answer FOR Q.1
.For Domain = R-(4/3)
.For range = R- (1/3)
Answer for Q.2
.For Domain= x€(9,positiveinfinite)
.For range =( y is less than or equal to 1)
Mobile phones mee mathematical symbols kam hai so square and curly braces nahi laga paya and belongs to ka sign bhi nahi laga paya
Sorry for that.
Thq sir❤️❤️ I have many doubt before watching it ..... But now I m very happy 😁 because all my douts clear now 😘😘😘 thank u Soo. Much sir. ....🙏👍👍
when will the new videos be uploaded regarding domain and range
uploaded see plylist
1- Domain= Xbelong to(R-4/3)
Range= R-(1/3)
2- Domain= X belong to (9 , infinity)
Range= R-(0)
Bhai 1st wale ka Range R-(1/3) kaise aa rha h ..??
@@me-zt2hb it will be r except 0
1 domain is R-{4/3}and range is R-{1/3}
2 domain is (9,infinite) and range is (0,infinty)
Only u and I m correct
@@debarthydeb6512 how it is possible that cardinality of range is greater than that of domain
Thanks sir . I think that I cannot solve this problem but now sir I totally understand all questions
Sir your way of teaching is excellent ❤❤❤
Thx u very much sir really aapki bhut izzat karta hoo sir really from Aligarh
The answer of 1st questions is Domain =R-{4/3} and range is =R-{1/3}
and second?
Sir bahut achchhe se samajh me a gaya thank you Sir
Best explanation on yt❤
Tq sir❤
Thank u so much sir for clearing my doubts regarding range
Maybe you did a mistake in the last few questions.
The last few questions were not functions they were reactions as you were not getting an image of few numbers like 2 and 0 and 4.(if you are only considering elements of R)
Extremely awesome sir , beautifully explained .👍🏼✨
You're the best sir because l see video my all doubt are clear
Thank you so much Sir....
1.domain = x belongs to R-{4/3}
range =y belongs to R-{1/3}
For graphs ua-cam.com/video/wgvVIyHYJD0/v-deo.html
Sir cant thank you enough you really helped me😭😭
your way of teaching is good
Sir app Ka study bahut achha Lagta hai because apki video se Sare basic clear ho Jate hai
Sir I think Apne ye bahut achhe se experience Kiya hoga that knowledge should be practical based
Sir loved your confidence in the end
Sir apki explanation bohot hi saral hai aur bohot madadgaar rahi. Thanks alot sir. Your teaching is superb.
I) domain= 4/3.,range=1/3
2)domain=real no except 9 ,range= 0
1) domain: R-(4/3),range: R-(0).
2) domain: [9,infinity),range: R-(0).
Maths ham sab kei liye kitni aasan hoti agar aapke jitne experienced aur knowledgeable teachers hamare school mei hote.
Sir at 20:50 -20:50 , y^2≥0 then how y can not negative ,....sir square of negative numbers be always positive...so y can be negative
At 19:35 look at first case
It represents that y is Alyaws positive broh
Thanks alot sir,, aaj tak itni achhi maths kabhi nahi samjhi🤙🤙🤙
Sir first one answer is
Domain of function is ..... x is not equal to 4/3 and range of the function in terms of y {where y is equal to f(x)} y is not equals to 1/3
And sir second one answer is
Domain of function is x is > 9 and range of the function is in terms of y {where y is equal to f(x)} y is not equals to 0
1.domain ≠ 4/3, €R
Range≠1/3, €R
2.domain≥9
Range≥0
Q1 Domain € R-{4/3)
Range € R-{0}
sir aap accha explain karte hai thank you so much sir
sir your explanation is too good thanks for this
Nice
For graphs of quadratic: ua-cam.com/video/wgvVIyHYJD0/v-deo.html
sir according to me answer of 1st question is
Domain=x€ all real numbers except 4/3
Range=€All real numbers except 1/3
Answer of 2nd question is
Domain=x€R but not 9
Range=€R but not 0 😊😊
Tell me if I am true or not!!
1.domain R-(4/3)
range R-(1/3)
2.domain (9,infinite)
Range R-(0)
Agr 9 hoga too vo zero ho jaayega and then not defined , too 9 kese aa skta ha
Thank you sir. Your explanation mean a lot to me.
We are missing old days when teachers are teaching with white chalk on black board/green board 😔😩😓😷
#great teaching sir👌👌👌
1 domain =R-(4÷3),range=R-(0) and 2 domain=R-(9), range=R-(0)
For graphs ua-cam.com/video/wgvVIyHYJD0/v-deo.html
I'm impressed sir now I'll see only your videos.
Thank u sir.. U clear all my doubts
We will always likes you sir. We never dislikes you.......
Last minute solution … always available ❤❤❤😊
For the first sum:- domain is R-{4/3} and range is R-{1/3}
Second sum:- domain is (9,infinity) and range is R-{0}
For the first sum:- domain is R-{4/3} and range is R-{0}
Thank you sir , 🙏🏻
Keep going
Good morning sir. Very simple way explanation karte hai.
Thank you RB Sir. Now I am easily able to calculate Domain and Range.
Best teacher so far for maths!
find the domain and range of the function g(x) = 1/sqrt(x + [x])
qo.no.1 domain=R-{4/3},range=R-{1/3},qo.no.2 domain=(9,infinity) range=[0,1]
Ravi Joshi range 1/3 kaise aya
1 que me range R - {0} hai
Kartavya sehgal kaise
Agr denominator me hum Y ki jgh 0 dalege to undefined ho jayega islie 0 nahi ho skta
Harsh Tiwaree bhai Mai sir puch raha tha koi ans nahi Diya mane
really amazing now concepts are crystal clear ...u r amazing sir
If A=B=R and R= {(x,y): x^2 + y^2 =1}
Find domain and range and inverse of R
Sir sachi me app ache padhante hain. 🙏
1st question's ans is domain=x belongs to R-{4/3} and range is y belongs to R-{1/3}
Thank you very much sir
U r the best or super se uper ❤
1st ka ans domain 4/3 Nd range R{1/3} 2nd ka domain>=9 Nd range R {0}
Domain (0,infintiy)and range (2,infintiy)
Q2 Domain € (9, infinity)
Range R-{0}
Sir aap bahut achha padhate hai I follow you sir❤️
Bht badhiya padhate ho aap sir
Very well explained sir👏👏 kindly make some videos on pyqs of jee advanced class 11.
sir 2ndwale question ka range bta dijiye mere according (0,infinity) please bta dijiye sir
domain (_1/9,infintiy )range (0)
Ans Q2 = domain =(R+) - {9}
Range = R-{0}
Shreya Yadav UN
,
Shreya for graphs: ua-cam.com/video/wgvVIyHYJD0/v-deo.html
Sir aap bahut achhe se samjhete ho .....👌
U r great teacher ur video helped me lot
First subscriber. keep going ,one day your subscriber will increase.
How any one can dislike this video.. main hamesha maths ke liye aapki hi videos dekhti hoon.. you made maths so easy for me.. thank you sir
Can anyone tell me how to find 1st range bcz my answer is 0
Bhai mera bhi yahi aa rha hai
🙏🙏🙏Sir, What can I ask you? Sir ,this condition that x is always real value. what can we say that It is followed by all function. so please tell me......🙏🙏🙏
you are fab!!!!!!!!
i want more deep videos on this topic
sir pls add some more vedio of class 11. you are awesome teacher
Very nice sir God bless you
Sir plz tell me ki 0 ka root kya hota hai
Find the domain & range of -|√x|
Domain is R
range is R
All concept Clear h sir thanks
Sir, l like this, domain and range in easy and simple way thanks for this topic,
Sir i am having problem in understanding the questions you gave at the end of the video...pls help me solve them
Haa plz say this answer sir
Okk beta
For graphs : ua-cam.com/video/wgvVIyHYJD0/v-deo.html
Mee too
Sir ma man sa apko favorite teacher manta hu
You are great sir
Kisa samche ke vo formula vo problem ko use karna chaheya plzz make video for this and question ku kisay samche
Sir this explanation was very useful to me. Please continue this work. I want your help in maths
Sir u are the best....