To the world you might be just a teacher but to me..........your a hero

@mugumyahillary4141

4 жыл бұрын

man can we date

@sermuns

3 жыл бұрын

@@mugumyahillary4141 yes

@theencryptedpartition4633

Жыл бұрын

@@mugumyahillary4141 holy shit

@wesolyfoton

Жыл бұрын

you are

@kells9k

Жыл бұрын

*you're

I'm an engineering graduate and I've never been able to understand induction... That changes today. Good teachers are gods.

This teacher is single handedly saving millions of students💪 Eddie Woo is the man fr

thank you!! you explain it better and more concisely than my compsci prof

@turino1289

Жыл бұрын

Literally sitting here in my car after my discrete structures lecture and this man just made it click

thanks Mr Eddie Woo, you just save me tons of energy and time. Your explanation was an eye opener for me to mathematical induction.

You are an amazing teacher! Thank you for doing what you do!

Concise, Easy to Understand, Enthusiastic... Amazing.

this is the best and easiest explanation of mathematical induction I have ever come across. thanks teacher Eddie

I had a maths teacher like you last year but now I've moved schools and my teachers aren't as good and the only way I am surviving is by watching your videos thanks Eddie Woo

Great explanation, exactly what I had issues with! Thank you!

Thank you Eddie! This was very helpful.

Great job! Extremely clear and concise.

You're an Amazing teacher Mister woo! I loathed maths. I love it now.

Thank You! Great Lecture!

I'm in a maths degree and this explanation is fantastic. :D

Awesome stuff professor very easy to understand now :)

Thank you sir! I really love your teaching method. I understand even in one time, which I couldn't understand when my professor go through even 3 times.

You are the best, bravoo!!.

I hope you will continue your video, it's so clear and concise

Thank you!Best Lecturer!

Just too good 👍

with Eddie it looks so simple :) thanks a lot!

Great lectures, keep it up!!

Brilliant, thanks Eddie.

Love it! keep going sir.

This was so helpful! Thank you for sharing.

You should come to Ghana...we seriously need lecturers like this who don't make us sleep😭😂

You are the best!

17:45 "and if u wanna be a real nerd heh u can say.." i love this

Ok I think I like it here, easy to understand, makes jokes that keep u engage, hot teacher

I thought he was asking for Dominoes pizza

I am grateful Mr Woo Mathematics teaching never able to grasp Maths easily

I wish you were my mark teacher. You explain a lot easier. best teacher for me.

this helped so much did know induction can be this easy

my teacher taught this in like five minute, so can bearly understand, thanks to this class now i know

amazing! thank u >>> very helpful

Thanks mate, helped a lot

I love the way you explain it ! simple and in a very cool way . Im in love

@hidayafathi5692

4 жыл бұрын

Syl R Q in love with maths, I hope

I can understand this video better than the video they provided on my online course...

very helpful, thanks

You are excellent teacher

bruh I actually get goosebumps if i watch this guy's video

Thank you! Thank you! Thank you!!!!!

thank u soooo much... ur a very good lecturer

Thank you so much!

BEST TEACHER EVER❤

Can u teach us Strong Mathematical Induction?

Excellent.

Fun Fact: Mathematical Induction is actually a deductive method of proof. Mathematical induction is different from logical induction. I’ve written quite a lengthy paper on this topic (while I was an undergrad studying mathematics). Lmk if you’re interested in reading it!

great work dude...

You are adorable !

Eddie Woo GOAT fr

You explained it like a friend🥲Thank you so much

Quick question. Why didn't you use the whole term on the L.H.S to test since its not just (2n-1) equating to n squared.

Hai sir iam from India 🇮🇳 thank you sir

that duster is soo cool.

this guy is even better than my prof in u of t

Brilliant

I LOVE EDDIE WOO!!!!!!!!!!!!

WOOOOOOOOOOOOOOOOOOOOOO

why is he teaching me better than my specialist teacher?

what if they say For all n ≥ 1: n ∑ (2i -1) = n^2 i = 1 What do I do with the i?

Gitchee gitchee goo.

Nice explaination

Gigachad teacher

One teacher to another ... 👏 Just out of interest...is your class always lecture form and do you not like use of technology, gimmicks etc?

Not all heros wear capes, some wear sweater vests.

PLZ BE MY CLASS TEACHER

why do i attend university

I've known how to do induction for ages, but I was never able to do it because (ironically) I didn't understand how you could just "assume" n=k is true, and consequently I assumed there was something I was missing. Turns out you literally just assume it.

Thanks

Can you prove a physics or economics formula with mathematical induction? Can u make a video of it? 😃😀

I have a question: Wouldn't the next number after 2k - 1 be 2k? Therefore making the prove part: 1 + 3 + 5 + ... + (2k - 1) + (2k) = (k^2 + 2k) or 1 + 3 + 5 + ... + (2k - 1) + [(2k - 1) + 1] = (k^2 + 2k) The way I see he added 2 to (2k - 1), but isn't it supposed to be the next number after 2k - 1, namely, 2k? It's at 11:35

@hmm1778

2 жыл бұрын

It's a series of odd numbers, hence next number is +2 from previous one(not +1).

@oluwatobiadeleke4091

2 жыл бұрын

@@hmm1778 Oh yes, of course, forgot about that. Thanks.

@KD19192

Жыл бұрын

@@hmm1778 yeh but 2n-1 does not equal n^2

excellent job

Your students are really lucky..You make it so simple to understand. Best teacher ever. Could I have an email to personally send me questions to?

@karanpokhrel5675

6 жыл бұрын

👍👍👍👏👏👏🙏🙏

In which institute are u teaching .?u r the best

G, thanks. That's all I can say.

GOAT

@jessecochrane7471

Жыл бұрын

Clutched up in OT

@lawsonbanks3522

Жыл бұрын

lets gooooo

@angusbrewer7252

Жыл бұрын

Common Eddie W

why is (2n-1) = n ^ 2 ?

@user-pr1xg4ey9g

5 жыл бұрын

2n - 1 is the general formula for every odd no. 2n - 1 IS NOT EQUAL TO n^2 But summation of 2n -1 is. That means the sum of n odd nos is equal to n^2. For example, if n = 2 We put n = 2 in the equation - sum of 2 odd nos = n^2 = 2^2 I have the first 2 odd nos i.e. 1 and 3. Now 1+3 = 4 Also we had n = 2 and so n^2 is 2^2 which is 4. So 1 + 3 + 5 +...+ (2n-1) = n^2 is a general equation where n odd nos. When added give the sum as n^2. Hope it helps.

On 4:59-5:12 I couldn't quite understand what he said when he stated what type of series the problem can only be solved through, i had even checked closed captions and the provided transcript but it showed a asthmatic sequence. can someone help

@zs9301

6 жыл бұрын

Arithmetic

@LongoHighlights

6 жыл бұрын

He just says you must know Arithmetic series to complete this, also that you will learn how to do it with other series later once you have learnt it. That’s what I think he meant but I am not 100% sure as I am only able to do arithmetic series at the moment as well.

@sophiebobb4010

6 жыл бұрын

Yeah, so basically he was saying that the formula for arithmetic series only works...because it is an arithmetic series. He was trying to show proof by induction's helpfulness, despite just having shown that you can easily prove the example through deduction. It wasn't too important; all it really meant was that proof by induction is useful to know because sometimes it's all you can use/the best method.

Eddie you seem like a very good teacher but the whiteboard is too far away from the camera.

Induction proof multiple variable method. 1)Show that it's true for the smallest concrete case (anchor case). 2)Assume it's true for the general case. 3) Logically prove that if it's true for the general case then it's true for all next general cases. 4)Explain that the variables can be assigned values of the concrete (or anchor) case

The explanation was good but he made a mistake 😅. 2n-1 is not equals to n^2

i love you

You are soo energetic and good teacher.Are you from China.If it then I want to go to China for study

Strong mathematics induction and weak form...

Thanks ! Are you on skype? I have a few simple questions, and I am confident that you will be able to answer. Thanks. (I am writing a test next week Friday i.e 06/03/14) a reply in this regard would be appreciated! Thanks again for the helpful lesson.

@fsilveyra6469

5 жыл бұрын

oof

2024👋

You are the best!