Thanks for the example. One thing to note that basis of a vector space need not have orthogonality between the same field. This is a bit confusing when linear algebra fundamentals use the word base as orthogonal individual components. After seeing these examples, the inverse of a matrix of a vector space bases(loose sense) provides another basis which is a dual base. In general a well defined space should have bases invertible, a non singular transformation.
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Thank u so much mam i was very worried that how i will cover linear transformation, vector & subspace , dual basis as my exam is on 12 dec. Now i can cover all topics very clearly as ur way of teaching is very excellant.
Mam you are such an understadable teacher..I used to watch video Lectures on You tube but do not comment on Any one..... Your way of teaching is such an Understandable. Mam, if you continue on teaching higher mathematics ,you must be one of the top educator on You Tube❣️
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KL paper Hy meraa aur muje lgtaa thaa dual space ma skip kr k examination hall ma jaoon gaa but ab Alhamdulillah smj aaa gii Hy.... Thanks you so much mam❤
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Ujjwal, my pleasure! Your comments motivates me for making more of such lessons. Please share and also do remember to follow me on Unacademy. I am teaching live on Unacademy.
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Manav, glad you liked the video! Thanks for your comment it means a lot to me. Your comments not only motivates me to make more of such videos but help other students to find them easily as well. Please share:):):):):)
I thank you for learning with me. I appreciate it. It would be incredible if you can join our community on other channels- 1. Follow me on Unacademy and do remember to use my code ‘DRNEGI’- unacademy.com/@dr.VineetaNegi 2. Join our Telegram Group- t.me/drvineeta 3. Join my Telegram Channel- t.me/s/drvineetanegi Thank you a ton!! 😍😍
Most welcome 😊 I thank you for learning with me. I appreciate it. It would be incredible if you can join our community on other channels- 1. Follow me on Unacademy and do remember to use my code ‘DRNEGI’- unacademy.com/@dr.VineetaNegi 2. Join our Telegram Group- t.me/drvineeta 3. Join my Telegram Channel- t.me/s/drvineetanegi Thank you a ton!! 😍😍
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Yogesh Bali, my pleasure! thanks for your comment. It means a lot to me. Please keep dropping your inspiring comments and do remember to share the video to help other students as well.
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Good job mam 🎉🎉
My mother name is also Vinita with surname Negi..wow and ur also
Thanks for the example. One thing to note that basis of a vector space need not have orthogonality between the same field.
This is a bit confusing when linear algebra fundamentals use the word base as orthogonal individual components.
After seeing these examples, the inverse of a matrix of a vector space bases(loose sense) provides another basis which is a dual base.
In general a well defined space should have bases invertible, a non singular transformation.
Thank you so much madam , apne bhot smoothly ye topic clear krdiya, it was pleasure learning from you ❤
Osam mam ,all concepts clear with Sweet voice. Thanks a lot mam to provide dual basis concept in easily way.
I understood clearly dual basis by your lecture..
Thank you so much ma'am for this extremely simple explanation. Understood everything in the first watch itself.
Glad to hear that, Aayush! Please register for my free live class on Unacademy, use code DRNEGI for unlocking the free classes-
1. Date-9.01.21 time-11 am
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2. Date -09.01.21 Time -7:30 pm
bit.ly/3bkW2P0
Madam thank you ma'am............ You just saved my mid semester exam.........
Sattwik Mallick, delighted to help! Please share))
Ma'am your great thanks for helping us 🙏🏼
Thanks! Glad you think so. Please share the video with friends. Keep supporting ❤️❤️
Thank you so much! Mam it made the topic very clear for me 🥰🥰🥰🥰
Most welcome 😊
Thank u so much mam i was very worried that how i will cover linear transformation, vector & subspace , dual basis as my exam is on 12 dec. Now i can cover all topics very clearly as ur way of teaching is very excellant.
All the best! Please share with friends!
Very nice explanation mam. Thank you so much ❤🎉
Mam Do we have full playlist of Linear Algebra -2 om this channel.Pls Reply
Thanks mam. All clear💯
Mam you are such an understadable teacher..I used to watch video Lectures on You tube but do not comment on Any one.....
Your way of teaching is such an Understandable.
Mam, if you continue on teaching higher mathematics ,you must be one of the top educator on You Tube❣️
Suraj Puruhit, thank you for your kind words. Please share the videos with friends to make learning go viral.
many many tnx mam...
Thanks and thanks mam G.💕
Really, most innovative and interactive teaching!
Thank you madam gi
Actual mai aap ki vidoe bahut hi helpful h
Thank you Ma'am
Thank you so much ma'am 👍🙏
Amazingly explained ma'am! Thank u
My pleasure 😊
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Thanku ma'am very nice explanation..
Easy explaination mam, thnks
Mam ur teaching method is unique🙏🙏🙏
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So easy method
KL paper Hy meraa aur muje lgtaa thaa dual space ma skip kr k examination hall ma jaoon gaa but ab Alhamdulillah smj aaa gii Hy.... Thanks you so much mam❤
Fantastic__learning__with__you__maM____Thnkuh😊
itZ Deepak, thanks for your comment. It means a lot to me. Please share and help other students as well.
Thank you for the video .. i really don't like these chapters of linear algebra but.. Still i need to study this
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Bhut badiya
Thanks so much maam.I am really impressed with your lecture....
Glad to hear that😊😊
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Nice explanation.. Ache se samajha aya
Thanks
Well explained 🎉😊
Hello mam...
Can you send this pdf of vector space of dual space& it's related notes
Thnx 4 explaining in such a wonderful way
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Thank ma'am it's really help full
Most welcome 😊
If B =(1,-2,3) (1,-1,1) (2,-4,7) is a basis of R cube then find dual basis of B . Plzz reply with this method
So useful
Thank you so much for this video..
Ma'am please upload , some more videos on linear algebra and linear transformation..important theorems.
Vinita, glad you liked the explanation. Thanks for your kind words. Your comments are of great value to me.
Thanku so much ❤
Ye question exam mai aya thaa😊
Thankyou mam so much 🙏
Thank you ma'am for helping me to understand these questions easily
AV Creations, glad you found the video helpful! Please share to make maths learning go viral:):):):):)
Thanks mam for providing this
Great 🙌
Best 👍
Thanks mam the way of teaching is good and my all doubt is clear .....
Please bi linear , quadratic and hermiltian form also explain mam in this way
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Thank you so much ma'am
Most welcome 😊 Keep supporting ❤️❤️
I am from INTERNATIONAL ISLAMIC UNIVERSITY ISLAMABAD and honestly is say behtr to hamary sir b ne samja sakty ❤
Thank you ma'am ♥️
What is the use why are we finding it?
Thank you mam
Anuraj Kushwaha, thanks for your comment. It means a lot to me. Please share and help other students as well.
nice explanation mam....
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Great help
Thanks mam . Please upload a video on double dual
Ujjwal, my pleasure! Your comments motivates me for making more of such lessons. Please share and also do remember to follow me on Unacademy. I am teaching live on Unacademy.
Thanks mam
My pleasure!
Excellent mam..
Thank you, Jiya! Please share the videos with friends.
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Thank you mam❤️....
You are welcome! Follow me on unacademy.
Nice one mam
Join my Facebook group specifically created for learning mathematics and helping each other in enhancing understanding of basic concepts and critical problems -
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Thanx mam outstanding video
Sania, glad you liked the explanation. Thanks for your kind words. Your comments are of great value to me.
really lot of thx mam
Most welcome 😊
Maidam ap bahut achchha bataya
I
Manav, glad you liked the video! Thanks for your comment it means a lot to me. Your comments not only motivates me to make more of such videos but help other students to find them easily as well. Please share:):):):):)
@@DrVineetaNegiMaths
Maidam please call me
8009920878
Nice teaching mam
I thank you for learning with me. I appreciate it.
It would be incredible if you can join our community on other channels-
1. Follow me on Unacademy and do remember to use my code ‘DRNEGI’-
unacademy.com/@dr.VineetaNegi
2. Join our Telegram Group-
t.me/drvineeta
3. Join my Telegram Channel-
t.me/s/drvineetanegi
Thank you a ton!! 😍😍
Thanku mam for this❣️
Are you on unacedmy pletform
You're welcome. I am now on Byjus Exam Prep.
Thanku so much mam
Most welcome 😊
I thank you for learning with me. I appreciate it.
It would be incredible if you can join our community on other channels-
1. Follow me on Unacademy and do remember to use my code ‘DRNEGI’-
unacademy.com/@dr.VineetaNegi
2. Join our Telegram Group-
t.me/drvineeta
3. Join my Telegram Channel-
t.me/s/drvineetanegi
Thank you a ton!! 😍😍
Make video on dual space and its theorem
OK
bilinear aur inner product bhi aise bta dijiye mam...
OK!
Thanku ma'am
Mem Bsc second year math improvement paper ki video banao
Nice mam
Mam proper wording m b Defination write Kia kry plzzzz
Sania, sure !
Mam pls MSc mathematics ka syllabus ki jiye na
can you do it in English?
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Nycc class
Thanks!
Nice
Thanks, Anil!
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And dual space pura kijiye please
Mam aap kha padhati
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mam i have seen a nptel lecture given by Dr K C Shivakumar iit madras on dual basis his interpretation is little bit different than you.
@@nileshkumar-hg1gm
In which sense and how was that different?
👍🏻
✌️✌️😌
Confusion.... 😅
Thankyou so much mam ❤
Most welcome 😊
Thanku so much mam
Thanku so much ma'am ❤
Thanks mam
Yogesh Bali, my pleasure! thanks for your comment. It means a lot to me. Please keep dropping your inspiring comments and do remember to share the video to help other students as well.
Thank u mam
You are most welcome 😊😊
Please follow me on Unacademy. Use my code DRNEGI to unlock the free courses.
Thanks mam🙏
I thank you for learning with me. I appreciate it.
It would be incredible if you can join our community on other channels-
1. Follow me on Unacademy and do remember to use my code ‘DRNEGI’-
unacademy.com/@dr.VineetaNegi
2. Join our Telegram Group-
t.me/drvineeta
3. Join my Telegram Channel-
t.me/s/drvineetanegi
Thank you a ton!! 😍😍
Thank u ma'am