Thank you very much Madam.Well explained and I understand the question very well .This is very helpful for my Vector Calculas in Mathematical Physics . Mathematical Physics i
find the directional derivative of the function xy² + yz² at the point ( 2 , -1, 1 ) in the direction of outward normal to the surface x log z - y²+4 =0 at (-1 , 2 , 1)
Thank you very much❤❤. This video is a small but flawless jewel! That's all one needs to know in order to calculate a directional derivative. Most videos on YT make this topic abstruse and complicated. Which is not.
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Let f(x, y)={(x^2+y)/(x+y^2) if f(x, y) not equal to zero 0 otherwise }.Then the directional derivative of f at (0, 0) along (2, 1) is Pls explain this question
Ur explanation is not good or bad I don't know but I don't understand class it's ur fault because ur beautiful i see hole class but not matter I look u. I am really saying ur so beautiful 🥰 But I don't understand class u disturbed my preparation i conform fail in my m3 exam and it's ur fault only ur fault .
Nice explanation 😊
Easily understood the topic
Tq
I'm never gonna forget this, thank you ma'am...☺️
Your teaching made me feel this topic easy now . Tq mam for your simple and perfect explanation
Thank you very much Madam.Well explained and I understand the question very well .This is very helpful for my Vector Calculas in Mathematical Physics . Mathematical Physics i
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Very nice video mam
very well explained, i now understand thank you madame.
Nice explanation.
Akka neenga vera level
You are bueatifull like your teaching
Thanks for your helps mam
dear madam..m a msc math student , your video is excellent...very well explained
Hello I m a student of bsc(h) math 3rd sem and directional derivative is in Bsc then why r u studying it??
dear madam could you please share watsapp number...i may ask doubts ..regarding math..thanks
Nice mam
Simple logic with great explanation madam 😘
Tharki
Very Helpful video lecture 🌹🌹🌹 thanks Sooooo Much
Thanks for liking
Ur way a teaching is so good, nd u r so beautiful
Amazing ma'am
find the directional derivative of the function xy² + yz² at the point ( 2 , -1, 1 ) in the direction of outward normal to the surface x log z - y²+4 =0 at (-1 , 2 , 1)
Is question ko krna please
Bahut zaruri h
Oh god inhone to reply hi nahi Kiya 😕
I have some doubts related to directional derivative ,can I expect some help mam..i feel u have great grip on the topic .thank u .
Beautiful 😍
Well explained
Super gaa explain chesaru medam
Bhai face ko bhi thoda dekhlo🙏
Focus on lecture guys 😜
Sudhar ja Bhai 😅😂
@@curvy_fun 😆
Dekh lena bhai dekh lena
Apne sister ya cousin sister ya niece ko saamne rakh kar,jitna dekhna hein dekh lena acche se
Ew
Thanks for you ❤❤❤
Thanks
Nice
Nice earring
Goated explanation! Thanks alot!
Glad it helped!
Thank you mam
nice explaination and beyond ur face
Bord ke thoda side me bhi ho Jaya kijie
Thankyou miss ❤️
Thanku so much mam ❤
How to find directional derivative if points and equation is given
Wow❤
Can u please use dhuppatta (chunni)
I find somewhat akward
Thank you
👏🏻
Great 👍
Hello
Very excellent.
If you liked our video so much, then do share the channel as much as possible.
Thank you very much❤❤. This video is a small but flawless jewel! That's all one needs to know in order to calculate a directional derivative. Most videos on YT make this topic abstruse and complicated. Which is not.
Glad it was helpful!
Tempting personality u had mam....
Mam Can u plz send full problems of this chapter
Thanks mam
Keep watching
🙋🙋🙋🙋🙋
mem pls change the camera angle , its really distract me ; but I love your teaching
can we write this answer in our semester exams
Thnkyou mam
You are so beautifil madam and clear that this concept
If you liked our channel, and you are happy with our content, then do not forget to share and subscribe to it.
This inspires us to work harder, keep watching, keep learning.
Thank you
❤
Padhane ke bad
Find vp[ f ] for f = x
2
yz with p = (1,1,0) and v = (1,0,−3).
Solve this question
Bhai tu pallotti se hai ky
@@shortmotivation1004 Buldhana
Thanss very much mam stay happy mam🙌🤗😁
Let f(x, y)={(x^2+y)/(x+y^2) if f(x, y) not equal to zero
0 otherwise }.Then the directional derivative of f at (0, 0) along (2, 1) is
Pls explain this question
Answer kittiyo
@@jessyjacob2550എനിക്ക് answer 2 എന്നാ കിട്ടിയത്
എനിക്കും 2 കിട്ടിയത്.
Directional derivative does not exists at (0,0) along (2,1).
@@rohitkawade66 how to solve this problem
❤😊😅
Enna ivlo perusa iruku 😂 naa explaina sonna niga thappa nenachikathinga🫰😅
Tell perfectly
You are explaining but you're english is over so explain properly
It's not veectaar it's vector but she is telling like that
Ur explanation is not good or bad I don't know but I don't understand class it's ur fault because ur beautiful i see hole class but not matter I look u.
I am really saying ur so beautiful 🥰
But I don't understand class u disturbed my preparation i conform fail in my m3 exam and it's ur fault only ur fault .
Simp😂
😂
We dont under stand any thing from this video
It would be more professional if u look into the camera
Nice teaching but you have a very dirty way of writing on the board, make it clean just by suggesting.
What do you mean?