NEHA MAM'S UNIQUE TRAITS : 👉Writes with both hands 👉Always have a beaming smile on her face 👉Covers as many topics in minimum possible time 👉Superrrr osm tricks and teaching strategies 👉And most importantly, inspires me a lot Ma'am thanks a lot 4 ur efforts🙏
9:10 here if x is 1,2,3, or 4 that also gives a negative value in the denominator. So aren't these 4 values ineligible for being range too? Someone please tell me.
@@suchithkumar8401 [1, inifinity) would have been the answer if initial function was in square root form. However it wasn't in square root initially. Therefore we have to assume negative values too i.e. (-infinity, 0) along with [1, infinity).
diy question: let 1/1-x²=y y(1-x²)=1 y-yx²=1 yx²+1=y x²=y-1/y (y is not equal to 0) x²≥0 y-1/y≥0 (y-1)y/y²≥0 since y^2 is always +ve (y-1)y≥0 after plotting on number line range= (-infinity,0) U [1, infinity)
Till now I was very confused about domain and range and tried many times to understand but I couldn't ... finally uh make me understand...Thank uh very much mam.
Am extremely Lucky to find your channel ❤️ My exams are in 4 days and i was stressed but now am finding these chapters super easy Thank you mam . Even these words are less to show my gratitude ❤️
@@Funnyyouths2414 no bro.... It'll be (- infinity,0) U ( 1, infinity). We'll include (- infinity, 0) bcz y can be negative (y²) will be positive itself...bt it can't be 0, just because y is in denominator. Hope u understood ✌️👍
Thanks mam ❤ I was trying to understand this part from last 1 month from beginning of my session and can't understand even a single word but your teaching helped me to understand in one go 🎉🎉
A heartly thanks to u ma'am I was unable to get the concept of second last question but now watching your video I understood the simple nd the easy which my teacher didn't taught me... At last thank u
This is her 3y ago video that time when she teaches us on this white board and now after 3y she teaches us on digital smart board ❤❤❤ Hardwork always pays off........
*Dear Ms Neha Agrawal, you're an amazing Math teacher; your explanation in this tutorial was so clear that I understood it all. I also notice that you're ambidextrous, a very rare ability granted to about only 1% of the world's population.Thanks again & greetings from The Caribbean.*
Neha is the BEST teacher in this entire planet. She explains all the concepts in such a manner that even a person who left school many years ago can educate himself/herself. Bravo, Neha keep it up.
Mam you've cleared my all doubts. Before watching this video I couldn't able to solve a single sum of "Range &Domain of functions " but after watching this I can able to solve ..thanks a lot😁🙏................................. and yes here's your answer (- infinity, 0]U(1,infinity).😎
Mam thanku so much first time ever in my life I correctly solve a question of range.... before this video I null at domain and range of a function thank u so much mam Your obediently Aditya pratap Singh
Thank you so much mam I could not understand these concepts in my school and your teaching method is absolutely wonderful.I love your videos.Now I am very clear with the concepts of this lesson.I will get centum.Once again thank you mam.
hello mam i am from pakistan.i watched your videos which helped me a lot and also due to your shortcuts i secured a seat in one of the top engineering university throughout Pakistan.Thank u mam.Keep the good work mam
DIY Ans: RANGE= (-infinity ,0) U (1, infinity) DOMAIN = R-(1) You are the best teacher from whom I've ever studied. 👍🏻👍🏻👍🏻👍🏻 I am your new subscriber 😊 Keep it up Ma'am 🔥🔥
Mam you are just incredible From 2 days I was trying to solve these sum but but the concept was just getting mixed up . The way you taught , it has now cleared all my doubts Thank you 😊
NEHA MAM'S UNIQUE TRAITS :
👉Writes with both hands
👉Always have a beaming smile on her face
👉Covers as many topics in minimum possible time
👉Superrrr osm tricks and teaching strategies
👉And most importantly, inspires me a lot
Ma'am thanks a lot 4 ur efforts🙏
Ans of DIY :( -infinity ,0)U[1,infinity)
@@ankitasharma4791 can we write it as (-infinity,0)U(0, infinity)
I also want to thank u mam
I'm Pakistani but I like Your effort for the sake of students Ma'am really nice Effort Like it
Didi u can use both your hands that's awesome😘❤️❤️
My favourite physics and chemistry teacher-PHYSICS WALLAH(Alakh Pandey) and favourite maths teacher Neha mam(MATHEMATICALLY INCLINED)
Even I refer Alakh sir
Best Combination...👍
I too watch Alakh pandey sir's videos
Thanks
Me 2
Neha madam, your shortcuts are very useful in JEE, NDA.
and the range of 1/1-x^2 that you asked is=(-infinite, 0) U [1, infinite)
At 1 it should be an open bracket because at1 it would be infinite and undefined
The answer is only [1, infinite) because the square root function is never be negative
@@rupagupta6880 there is no sq root function
@@demonsgaming5356yes bro that's what I want to know
thanks for telling u r the only one who posted the answer, and guys the answer is (-∞,0) U (1,∞)
Answer of DIY question is
( - infinity, 0 ) U [1,infinity)...
Thanks mam for such a wonderful explanation 😊😊...It clarified all my doubts...
Correct
I couldn't solve this sum. Could you tell me how to do this?
@@karenterprise5886 which sum
@@karenterprise5886 Do DIY Qs similar like prev Qs
No , X² can't have negative values .
no difference in teaching. but technology is changed after five year.
salute to mam and hardwork.
thank you for teaching
Why these kind of teachers are not provided at school?😢😢
Really bro
RAJEEV DIXIT mam you teach very fantastic i would like to appreciate your teaching skill thanks and regards
Absolutely right
RAJEEV DIXIT maam esa lgta h jb aap smjate ho to ke maths bhut easy h aap sbi questions pr video bnao plz
That's why our generation is lacking the better education 😔😔
18:44 Ans of DIY ques (-infinity, 0) U [1, infinity)
Thank you so much mam. This video helped alot..
Write
🤗🤗🤗🤗🤗
Hi
same
Range =(-infinity,0)U[1,infinity)
Thank you for the video
✌🏻✌🏻✌🏻
Negative nhi hoga
X=0
Right bro
@@22naman48 only it is for square question
Ans. (-infinity,0) U (1, infinity) thankyou so much mam!! I watch your video again again to build a super duper concept in my mind!!❤
Anyone who want to understand the concept of ranges do follow this video simply because it is the best🥰
Aye, explanation is just so lucid have no doubts glad I've found this channel. India's future generation will never ever fear upon maths.
I spent days finding a good maths teacher, finally got one. Thanks mam. Loved your teaching.
Me too
Yes mam we need a separate video lecture on square function and square root function , please do make it.....!
Also modulus one's plzz
Yes mam
Yes man
yes mam please
Yes mam
Everytime I feel I understood a new q comes outta nowhere with some new rule or something 😭😭😭😭
Yeah me too
Ri8 bro
😅😅
I thought that it happens with me only 🤣🤣
No take tension bro its a simple
Ans is (- infinity 0)U[1,infinity) thank you ma'am for clearing my concept 😊😊
until now i wasn't able to understand domain and range 😂🤣 but you made it look soo easy .
really mam thank you sooo much 🌈💖💖
Yes its true..🙏😎
Which clg U get..
9:10 here if x is 1,2,3, or 4 that also gives a negative value in the denominator. So aren't these 4 values ineligible for being range too?
Someone please tell me.
@@rtl6042 oof i’m 9 months late🥲 this question is asking about the range..your point would be correct if this were regarding the domain.
(-infinity,0)U[1, infinity)..
Thank so much for u r lessons mam....
They were helping us a lot..God bless you mam..
bro ithink answer is [1,infinite)
@@suchithkumar8401 ya rght
@@suchithkumar8401 [1, inifinity) would have been the answer if initial function was in square root form. However it wasn't in square root initially.
Therefore we have to assume negative values too i.e. (-infinity, 0) along with [1, infinity).
Thku😘
Ya answer is ( -infinity, 0)U [ 1, infinity)
Honestly I m trying to learn range from last two or three days ...
But after watching this vedios my all the doubts get cleared🙏🙏❤️❤️😀😀
Super cool + beautiful smile + positive attitude + soothing voice + mathematically inclined = Neha Agrawal Ma'am. :)
You are the best teacher of maths
I tried so much to understand the topic n finally neha mam u r the one who make me understand this😊😊😊 you are jst simply awsome💕💕
I know right !
diy question:
let 1/1-x²=y
y(1-x²)=1
y-yx²=1
yx²+1=y
x²=y-1/y (y is not equal to 0)
x²≥0
y-1/y≥0
(y-1)y/y²≥0
since y^2 is always +ve
(y-1)y≥0
after plotting on number line
range= (-infinity,0) U [1, infinity)
Yes ✌️
Hey bro don't you see the square root
@@L.N.G.T bro there's no square root
I have tried long to grasp this topic but failed..now you have made it easier for me to learn... You are Just Charming...☺️☺️☺️☺️☺️❤️❤️❤️🥰🥰🥰
मेम, आपका पढ़ाने का तरीका बहुत ही बढ़िया है। मैं स्टेट बोर्ड से पढा हूं। आप जो बात मौखिक बताते हैं कभी कभी सिर के ऊपर से चली जाती है।
She is the perfect example of beauty with brain 💖 also she has a very sweet voice
the answer to the diy is (-infinity,0)U[1,INFINITY)
@@jhaipi90 no bro
@@jhaipi90 becoz at first y is in the denominator so it can never be zero...that's why round bracket used
Correct
Right ans is (-infinite , 0) U (0,Infinite)
@@RAKESHYADAV-kz6zz you said y=0 ,they why will we consider 0 in range according to the 7th question?
Maths ( Neha mam) physics ( Alakh sir), Chemistry ( Gravity circle ) ......
Kahan se aate hain aese teacher.....
Hats off to you all.. ☺☺☺☺☺
Mam. u teach flawless.. really tons times better than our school teachers …
Very good explanation ma'am
Made me speechless by teaching it in 20 min with such clarity
6 question answer Y belongs to (0, infinity)
One of the best maths faculties in India. I swear to God,ma'am your videos helped me a lot, in fact now I love maths.. Thanks a lot.
Thanks
Mam I wasn't able to understand this concept in entire 11 but u made this concept understand me very easily thank u soo much mam❤️❤️
Answer is --
Range = ( - infinity, 0)U [1, infinity )
Thank you ma'am
What's your question
Yaa..... This is the answer
answer is true
Well I guess there will be open interval on 1 cpz the domain of the function excludes it
DIY answer : (- ∞,0) U [1,∞)
Session was amazing thanks alot mam 🥰
Till now I was very confused about domain and range and tried many times to understand but I couldn't ... finally uh make me understand...Thank uh very much mam.
You can just say that the range is the domain of the inverse function...thank you so much ma..😊
Am extremely Lucky to find your channel ❤️
My exams are in 4 days and i was stressed but now am finding these chapters super easy
Thank you mam . Even these words are less to show my gratitude ❤️
Am back again after 3 months coz am gonna have my half yearly exam tomorrow 😂😂
This vdo is literally very helpful
@@lovesickfics5059 haha nice..
DIY answer is (-infinity,0)U[1,infinity)
No I think ans=[1,infinity)
@@Funnyyouths2414 no bro....
It'll be (- infinity,0) U ( 1, infinity).
We'll include (- infinity, 0) bcz y can be negative (y²) will be positive itself...bt it can't be 0, just because y is in denominator.
Hope u understood ✌️👍
I think it can't include +1 in its range !
Ans is ( - Infinity ,0)U[1,infinity).
Thank you Neha Mam for clearing my doubts🤗🤗🤗🤗.
hey , when we draw number line , its (y-1)y rgt ,, so how (- infinity to 0) can be considered? pls ans..
@@nandithass7326 because from (-infinity , 0 ) the function will remain positive .
@@nandithass7326 we have to draw number line only in case of square root
Because the value of square root can never be negative
Correct
there will be an open bracket before 1 because if we take y=1 then y-1 will become 0 and y cant be 0
Thanks mam ❤ I was trying to understand this part from last 1 month from beginning of my session and can't understand even a single word but your teaching helped me to understand in one go 🎉🎉
Mam u are very special to me as u came as god.... U help in my exams from I prepared man thank u very much mam... Love you mam
I am falling in love with maths ...❤️
Your all lectures are just amazing..!!
DIY Answer Is (-infinity,0)U [1, infinity)
Understood Very Well
Thanks a lot Mam....❣️
Watching on the day of Exam..😅😅😅
Thanks
Can you please explain DIY question? Or share a picture?
@@Emm-i1z yes I can
Earlier i was scared of math but after watching your videos math is becoming easier and easier for me.
Thank you Mam❤🙂
In my opinion the best teacher award goes to none other than legendary neha mam
A heartly thanks to u ma'am I was unable to get the concept of second last question but now watching your video I understood the simple nd the easy which my teacher didn't taught me...
At last thank u
It will really help in my exams thank you ma'am 🙏
Best teacher ever...✌️ Mam I like your classes and get to learn so much... Way to teaching 👌
Do it yourself:
(-∞,0)U[1,∞)
Also, thank u so much mam You're a revolution to our education system..i wish i could meet u for real
peace out✌🏻
You are best teacher for maths because you know very well to clear the concepts of students, thanks
Wow...... mam u can write with two hands👌👌👌👌
She speaks so softly. Just loved it. Thanks a lot.
You know your video is still helping a lot....
Thank you ma'am ...I don't know how many times I had tried to understand this concept...but you have made it crystal clear... 💜💜♥️♥️🔥😊
This is her 3y ago video that time when she teaches us on this white board and now after 3y she teaches us on digital smart board ❤❤❤
Hardwork always pays off........
So finally I get understanding on this topic 🔥🔥🔥🎉😂😂😂 heartly❤️❤️❤️ thanks mam
*Dear Ms Neha Agrawal, you're an amazing Math teacher; your explanation in this tutorial was so clear that I understood it all. I also notice that you're ambidextrous, a very rare ability granted to about only 1% of the world's population.Thanks again & greetings from The Caribbean.*
Ma'am I need a separate video on square function and square root function. Albeit you're the best teacher ever!
The way she says until then shooosh byebye 😭❤cute
Iam watching in Bangladesh... Very Very useful video for my 10 classes 🥰
Thanks mam.Take love
Wow!!! Great talent,
She write with left as well as right hand.
Ambidextrous
@Madhura Korgaonkar ambidextrous means able to write with both hands simultaneously.
But still she's great teacher
@@LakshaySura I use my both hands simultaneously. It's true
Neha is the BEST teacher in this entire planet. She explains all the concepts in such a manner that even a person who left school many years ago can educate himself/herself. Bravo, Neha keep it up.
Thank you so much ma'am 🙏🙏🙏🙏🙏🙏🙏
I was really worried about these topics and now I've understood them🙏🙏
Thnks for clearing topic 😊 Ans to DIY is (-infinity,0)U[1,infinity)
Mam you've cleared my all doubts. Before watching this video I couldn't able to solve a single sum of "Range &Domain of functions " but after watching this I can able to solve ..thanks a lot😁🙏................................. and yes here's your answer (- infinity, 0]U(1,infinity).😎
as y is in denominator
15:33 Rage is (0, infinity) 😃
Yes correct answer
Y's value can't be zero
Can't it be 1/3 in place of infinity??
[1/3, ∞)
Are u talking about answer 6 ?
Ma'am you are AMBIDEXTROUS!!! that's freaking amazing!!!
I don't know why are there dislikes this was an amazing video.
Thankuuu so muchh mamm.... bilkul cc hogyaaaaaa rangee...love you mam🤍👀❣️
Great method of teaching mam ❤❤❤
Pls make video on range and domain of trigonometric functions
(-infinity,0)U[1,+infinity) thank you ... best videos
How? Explain please
Mam thanku so much first time ever in my life I correctly solve a question of range.... before this video I null at domain and range of a function thank u so much mam
Your obediently
Aditya pratap Singh
So this is how legends started their journey to teach many students❤
I watched 7to 8 videos to understand the concept then i found ur page and understood all the concepts in just one video 😭♥️
Thank you so much mam
I could not understand these concepts in my school and your teaching method is absolutely wonderful.I love your videos.Now I am very clear with the concepts of this lesson.I will get centum.Once again thank you mam.
Thank you so much mam for clearing my all doubts. Anyway, the answer is(-infinity ,0)u[1 , infinity).
you are the best teacher
I am the student of dps
YOUR TEACHING METHOD IS SO EASY
Me too...I got the maths exam today
Anyone who find difficulty in finding range just watch this
Genuinely amazingly tought
It need to be 100000000000 like buttons for these teachers❤❤❤❤❤😊
Neha, your explanations are clear and concise. You are truly a Master Teacher. Thank you!
I couldn't understand this one in my coaching but u made it crystal clear 🙏
Ur explanation is too good to understand mam.....perfect lecture for domain and range👌
hello mam i am from pakistan.i watched your videos which helped me a lot and also due to your shortcuts i secured a seat in one of the top engineering university throughout Pakistan.Thank u mam.Keep the good work mam
mam i to want to become teacher like u but i got this thought by seeing your teaching
Finally i understood this concept . Thank you so much mam ❤️💗❤️❤️💓
Thank you ma'am for such wonderful videos! It's of a lot of help!!
Ma'am favourite dialog is; LET'S GET STARTED.😎😎😎
Also..let the magic begin😂
Is someone notice....😲😲she write by using both hands......wow 😊
Her english is really easily than hindi ,best explaination
7:38 separate vid for this pls
Such a smiling face uhh have❤️
Really...by looking at ur face...stress nd fear of maths got diminished 🔥
wow...What an amazing teaching. I never thought finding ranges would be so easy
DIY Ans: RANGE= (-infinity ,0) U (1, infinity)
DOMAIN = R-(1)
You are the best teacher from whom I've ever studied. 👍🏻👍🏻👍🏻👍🏻
I am your new subscriber 😊
Keep it up Ma'am 🔥🔥
A slight correction
1 will be included in 1,infinty
u r one of those few teachers whose english is understanble
Ma'am u r so smart I am amazed
Mam you are just incredible
From 2 days I was trying to solve these sum but but the concept was just getting mixed up . The way you taught , it has now cleared all my doubts
Thank you 😊
Woh!!woh!!woh !!!! Maam you nailed it in the very beginning by symplifying the method into 4 steps..
Exp. For sqrt.
Thanks a lot maam!!👍👍
Such a wonderful teacher she is ,She explained it so easily and beautifully....😊
Thanks mam... Because of Your class being in English I can clearly understand that from Bangladesh..
Neha mam "I really love ❤your teaching methods " ❤🌹😊thanks