Vector Space

[@PrimeNewtons]

#3. 0 + v = v + 0 = v

[@MakumbiGeorge]

❤ Thanks so much Sir. I was really stuck n stressed

[@mosshead_vinsmoke]

almost had a panic cause of that 🤣had to pull up ChatGPT to confirm whether it was true or not then i came to chat to confirm

[@MatthewSmiths420]

Thank you!

[@madhavajith6875]

Sir you have the most important thing that students want in their math teacher: a beautiful handwriting ❤❤❤

[@Imran52Feb]

I agree. He is a very good teacher also.

[@pureatheistic]

Absolutely NOT.....your not allowed to be good at math AND have good handwriting.....it's the LAW!!!

[@ProfIqbalHussain]

Excellent teaching sir. Check existence of additive identity u+0=0+u=u Additive identity 0 in a vector space, keeps the members of V(F) unchanged.

[@WagesOfDestruction]

That was bugging me, too. it must be u

[@baalmoloch5213]

exact!!i noticed it too!

[@josephparrish7625]

This is such an excellent explanation of a vector space! Every time I watch you, I want to go back to teaching. You are such an inspiration.

[@PrimeNewtons]

Wow, thank you!

[@elphasbaloyi6345]

I couldnt be more grateful Sir, University of Limpopo in South Africa approves

[@yrnkevinsmithC-137]

Hi khensile hempfo

[@bronysekgoka7001]

🔥💯

[@Lo-fi_songs_4u]

Amazing sir , i am from India . i go here to where for physical interpretation of vector space but i am not satisfied. After long time i saw your video and click on it , hence the result is satisfaction. 😊 Thank you sir, clear all the mathematical physics like this.

[@InsightfulMinds3]

You have a good impression with amazing knowledge. You have Every element that a best teacher could own! Thank you!

[@arbenkellici3808]

You are a genious in Maths , Sir Everytime I watch your videos I realise that there is noone else better than you in Mathematics Thank you!

[@kevinshah2205]

Best explaination of Vector Space on the Whole of KZbin. Sir i am really Gratefull to you for clearing my Doubts about vector space.

[@julibeeee408]

Thank you for this video! I don't understand why real-life teachers can't explain like these KZbin teachers.

[@LINDAZIYENDA]

Honestly 😊, i like the way u talk sir, so calm and understandable, i really get the point of everything u share 😊, thank you for your hard work 💝

[@neilansh]

Best and the most informative video on this complicated topic. Thanks a lot.

[@marakyayalneh7584]

Thank you so much for taking the time to clarify those confusing concepts. Your explanations were incredibly helpful, and I really appreciate your dedication to helping us understand.

[@vladimircastanon9682]

Woah, you truly have an act for teaching. Absolutely INCREDIBLE explanation and breakdown of vector spaces. I do hope you keep making more videos, thank you.

[@nefootshow3726]

What an explaination! Marvellous lecture sir

[@alannathompson2587]

Thank you so much. You really helped me to visualize my professors and textbook explanations.

[@anandbavkar8572]

You are an excellent teacher, and I appreciate all the hard work you've put into these videos. Only thing I would like to point out is that from your presentation, viewers might mistakenly perceive addition and multiplication in vector spaces as standard operations in algebra. In reality, they are generalized concepts and can represent any operation we choose to define in given vector space. Thank You!!

[@Ste_3]

This is such an exellent way of teaching, you really made me get the concept thanks

[@aaaaachovybbbbb3597]

hahaaaaaa ,sir u seem like enjoying the process of teaching . i can really understand vector space thank you so much

[@seola4365]

Binging all your linear algebra videos for my exam next month 💪🏻 Your enthusiasm is contagious and you have a beautiful handwriting!

[@dan_fuel]

You are an excellent educator, sir!

[@internetuser9279]

Your teaching makes me fall in love with math ❤

[@s.fatemehjalaiiniaki]

After 20 years in science I would say: Man you are a great teacher !

[@khanhtran-rl3rb]

Sir, Thank you for creating such an insightful and engaging video! The way you explained the concepts made everything so much easier to understand

[@phovos]

12:40 if that isn't just the best way of introducing new concepts lol! 'I know this guy his name is the derivative of x, he is pretty cool' bahaha this is just my adhd writing this comment, I took good notes prof! TY.

[@gnc4818]

You have no idea how much this has helped me. Truly.

[@davea136]

An excellent and clear explanation! Thank you for your channel. And I think your Shorts are really coming out well too.

[@anonymoususer4356]

Your handwring is really great!

[@PrimeNewtons]

Thank you so much 😀

[@curtpiazza1688]

Wow! This is GREAT! I like your style! I love the old-fashioned chalk and chalkboard! Brings back memories! 😊 ❤

[@PrimeNewtons]

Thank you! Cheers!

[@EhsanulKarim-dn9fb]

Such a beautiful and intuitive explanation❤❤❤❤

[@shahinakhter2418]

Teachers like you makes learning fun!

[@katon2459]

I love your videos and your enthusiasm when teaching. Keep on making these awesome videos

[@shoeskoo4326]

Thank you so much for this very video! It is so easy to follow and very well explained!

[@PrimeNewtons]

Glad it was helpful!

[@TembongshuaValery]

You're the best I have seen in the whole of KZbin.

[@chr0mium689]

wonderful video! Easy explained and accessible! Love it,you are now my to go math explainer ! Greetings from Maastricht :)

[@ed084]

Isn't it for 3) that 0+u = u+0 = u (aka neutral element for addition)?

[@veganath]

Just what I was thinking....

[@artandata]

@ time=12:22 the last result should be "u", not zero since adding zero to any other vector doesn't change the other term vector. regards! (I really like the way you teach maths !!!!!)

[@dariusztomaszewski-guerrer7874]

This ACTUALLY MAKES SENSE

[@user-di1rv4jh1x]

Sir I really enjoy you videos Whenever I watch your videos I Learn with enjoys❤️ Really loves your videos, you are amazing 😻

[@PrimeNewtons]

Thank you

[@abhishekrajvir66]

i wish i were excited / happy as him , btw kuddos to your teaching

[@sharonnovatus]

prime your lessons are very useful,as a good follower i have become competent in matrix and vectors,except matrix of linear transformation has been a problem,therefore i ask for your time to create a videa lecture about matrix of linear transformation......thank you......

[@KingKhan-xq3su]

Good explanation... But you should give the any counter example of vector space..

[@Sarah._.s889]

Perfect and smooth teaching 👌🏻🤌

[@alphonsemarcus3650]

Awesome video, you explain it really well in simple terms, thank you

[@AnoldPhiri]

Nice,you have made the concept simple. Thanks so much and continue doing good job.

[@krishnaranabhat7112]

I love the way you smile,that also makes me simile with no reason!

[@raoufbouattour555]

Best teacher ever !

[@musicphysics-mathematicsfu1840]

Mr. Newton, you behave mentally as your name sounds.Newton ALWAYS give NEW THINGS while teaching mathematics. Please, do you have playlist videos on 1) Abstract Algebra 2) Linear Algebra 3) Real Analysis 4) Mathematics Modelling 5)Actuarial Mathematics 6) Calculus 7) Probabilities 8) Statistics 9) GEOMETRY 10) TRIGONOMETRY. If not, we will love you to guide us through this journey. Thanks. Orekoya Olusegun Mathematics Department University of Ibadan,Ibadan,Nigeria ❤❤❤❤❤🇳🇬

[@PrimeNewtons]

Ha, I don't know all the math you're asking me o. I'm just an apprentice 🤣

[@musicphysics-mathematicsfu1840]

@@PrimeNewtons Bros, am a disciple of your teaching styles, please, do a thorough research on the pile of topics I served earlier...you can do it by the grace of God.

[@PrimeNewtons]

@@musicphysics-mathematicsfu1840 Amen. Pray for me o 😂

[@menahasan5718]

you love what you do you are enthusiastic about it i love that perfect explanation now i get it

[@olalekeoluwaseyi9449]

your introduction really caught my attention.

[@jonathandrambiluka5289]

Thank you so much sir, I wish to have full lecture on this

[@noorsattarnoor]

Thank you for your efforts, but there is a slight suspicion in the rule number 3 in 11:56?

[@An_Attempt]

I love your video style.

[@jobinsathickal3127]

Wonderful teaching

[@HienNguyen-jv1px]

thank you sir, this video helped a lot with understanding this

[@Mohajer-jt5tk]

verty informative sir thanks alot

[@vincentmudimeli4430]

oh your explanation are so clear you are indeed a maths prof and you make one to love maths i wish i found you earliar but i will be your student during my entire life ihave been following you for long time but not subscribed to your chanel if i were having money i will support you to produce more content im just a student thanks man

[@sksamrat4805]

🥹🥹🥹 india 🇮🇳 very perfect 🥰 exolanation i not found it in any indian channel so i seen ur video its very nice . The way u make me imaginative it very perfect 🥰

[@kenfrank2730]

Very good video, and I like your t-shirt.

[@mariallejandra]

Such a good explanation ! Thank you !

[@abeacanice3867]

Please do video on direct sum. you are really wonderful, my head want burst but you are cooling it down

[@logicpulse360]

Hey thank you for the video it is very helpful but can you just share some exercises related to these because people like me sometimes don't remember the concept for long if they haven't used it to solve problems, you may share in description after reacting to this comment

[@solcaer8246]

this really helped me understand it, thank you so much

[@suyunbek1399]

These axioms are the same as for the definition of real numbers in my analysis class...

[@palesaletape1032]

Thank you, this was so helpful👌

[@shahnawazshaikh9371]

Awesome sir

[@nta699]

Nice explanation. However, you did miss adding zero to something that does not give you zero, but, that something. I wonder if you could give a short explanation of Tensors? Keep up the good work.

[@josephparrish7625]

Is the additive identity supposed to be u + 0 = u?

[@PrimeNewtons]

Yes

[@veganath]

@@PrimeNewtons you were testing to see if we were paying attention.....lol. Great content thanks

[@baalmoloch5213]

you speak very clearly

[@josephparrish7625]

Do you make videos in your classroom? Do you teach college or high school?

[@PrimeNewtons]

Almost all videos are at home. Rarely elsewhere.

[@josephparrish7625]

You have a blackboard in your home. How wonderful! I may have to get a board and start making some videos!

[@PrimeNewtons]

Currently, It's mainly high school but also college.

[@maedekhakpour2833]

Can you please help me with space vector modulation for current source converters?

[@ឃន់សំអាង-ឈ5ធ]

Hello sir, do you Facebook page that post about math exercise at university and some proof 😊

[@MOHAMMEDIACHRAF]

Great explain

[@duelingo8731]

ur the goat prime newton

[@Cooososoo]

Can you bring video on rotation matrix

[@SorelaAbat]

U are the best❤❤

[@rashedriju6990]

please make a video on Basis and Dimension too

[@motanabbybillahnupom7674]

sir, thank you so much.

[@AlexanderSchwarz-ck3cx]

Thanks man, that helped

[@rahatsshowcase8614]

good explanation!

[@Parmiladevi7320]

Finally i know what a vector space actually is😅

[@PauloDacosta-s1s]

What is your academic background?

[@asagbajoseph4889]

They Need To arrest Those Prof!

[@waitandforget]

You so clutch fr

[@kinanradaideh5479]

isnt the zero vector such that 0 + v = v ?

[@ThenSaidHeUntoThem]

You are correct. That was a mistake. He explained correctly, though.

[@GivenChongo-xx3ff]

Thanks I have benefited

[@gaganmishra273]

Sir please make a video on subspaces

[@Heavenspace215]

Wonderful

[@ssteviefunkys9578]

I like the spiritual message hehehe

[@barrym5310]

The additive identity property should not return 0; rather, it should return what is being added to 0.

[@lamalamalex]

I think there was a little bit of a mix up. The set of polynomials of degree 1 is NOT a vector space. Because you can always add a polynomial ax+b with -ax+c resulting in a zero degree polynomial which is NOT in the set of polynomials of degree one. Which is why it is said the set of polynomials of degree AT MOST n is a vector space. Not exactly n.

[@punditgi]

Prime Newtons has you need to learn math! ❤🎉😊

[@jewulo]

Would the complex number set also qualify as a vector space too?

[@PrimeNewtons]

Yes. A complex vector space.

[@pinnacle4616]

u r the goat

[@mvelohlombe2764]

could you please check 3rd operator, i think it should be u + 0 = u + 0 = u not 0

[@PrimeNewtons]

Yes, I pinned a comment to correct this.

[@aseab]

very nice

[@anishkhatiwada2502]

12:25 No way, this is wrong. In the case of Additive Identity adding the zero vector to any vector is vector itself. This can only be true when you are multiplying any vector with zero vector.

[@DoreenNyaka]

Thank you sir

[@BINGUX_BEAT]

So sad I just found your channel this morning

[@PrimeNewtons]

Welcome!

[@DelikatesyLafuente]

Thank you