Riemann Sum Evaluation of Definite Integral(Quadratic)

In this video, I showed how evaluate a definite integral using the Riemann Sum Definition

[@taylorhenning6032]

I love how this video actually teaches the content my Uni course does. All the other videos I try to find simply talk about the graph of a riemann sum and the formula, without describing the actual math behind it. Instant subscribe!!!

[@caesarinchina]

Instant sub. I love how you explain every step in detail (as an amateur and math enthusiast, means a lot). Keep up the great work! ＜3

[@mastermind6906]

Dont know why your channel is underratted sirrr 🛐, your teaching method is awesommee, love from India
❤

[@emmageorgieva7505]

Genuinely in awe of how well you simplify these concepts and make them so easy to understand!! Thank you so much for these videos this is my favorite channel to go to for help.

[@noahlouca108]

Im in first year calculus and this video explained this topic perfectly. You have an amazing ability to explain the topic with such clarity. Be proud of yourself for that, and thank you!

[@punditgi]

Prime Newtons does it again! Bravo, monsieur! 😃

[@Chrishum]

you might be the greatest person alive right now

[@SamanthaMponda]

Am glad I have watched this before my test .thank you ❤

[@ДопустимОлег-к2т]

Чел, СПАСИБО БОЛЬШОЕ, ТЫ ГЕРОЙ Я ВСЕ ПОНЯЛА ❤️❤️❤️

[@Aycore2011]

Thank you sir. I was stuck on this until I watched your lecture.

[@hipocampo_grego]

Você é o melhor professor deste universo!

[@ИфтихоржонДаянов]

You are the brilliant and the gold of men!!!! Excellent explanation! Infinite thank you!

[@dijonstreak]

AWESOME dude !! VERY WELL PRESENTED AND Demonstrated....simplified so that even I can unserstand it...thank. YOU. SO much. GREAT JOB !!

[@macanbhaird1966]

Thanks for this -- this is most useful. I also follow Khan Academy and you really helped me understand this. Great work!

[@safiaatou7]

OMG THANKS ❤️
If I had a million dollar I’d give you half

[@sherwinyatasa7559]

Why not all

[@AbdulilahMaqbol]

he wants to keep it for him self 😂​@@sherwinyatasa7559

[@Windiesrecords.]

@@sherwinyatasa7559 she will be poor

[@kamo_tsiloane]

Thanks for the explanation Mr Prime N. it helped me a lot on my tests.

[@jahzaraa.7601]

I really like how you teach. Thank you

[@toasterkk8040]

i wish u worked at my college instead 😭😭😭😭

[@Heyitsme_07]

Thanks heappps ur tutorial rlly helped me with my PreCalc final!

[@cheezybread7783]

🙌🙌🙌🙌🙌🙌🙌🙌🙌🙌 simple and perfect explanation!!

[@hosseinmortazavi7903]

You are the best teacher ,

[@ceydakayahan4]

Thanks from Türkiye sir

[@Kesh3-k3o]

Prof thanks, It has really helped me

[@olinahmoyo8612]

Life saver😊

[@PrimeNewtons]

Glad it helped

[@thewerp]

Great video, thank you so much!

[@CatherineLungu-lm4hw]

I got myself a new lecture 🎉🎉

[@chattyrob]

@Prime Newtons, at what school do you teach? I want to take your class.

[@jccab]

damn bro u explain this so well!!

[@gilbertmiya4199]

Very elegant solution.

[@tangiangala6827]

Well explained but what if there was ln outside the brackets

[@eggfriedrice31415]

Hi bro, good video! I think you can simplify this by rewrite x^2 - 2x + 1 as (x - 1)^2 then we will obtain the Riemann much cleaner.

[@srisaishravan5512]

Can we also write it as (x-1)^2 in the beginning

[@Thematrix756]

question for the sum how did you get 6 as your denominator for 2n^3+3n^2+n/6

[@mokwenarichard5629]

Try using mathematical induction but I'm not sure

[@Chrishum]

@@Thematrix756 I believe that’s just how the formula is and the way it needs to be memorized

[@grayzee]

thank you brother

[@nicolascamargo8339]

Wow excelente explicación

[@michellaboureur7651]

This is an instance of rabelaisian « le gay sçavoir » or joyful learning. Many thanks !

[@GaetanoCoiro]

Ottimo esempio🎉🎉🎉

[@hongobongo2359]

what is n?

[@felixgee.]

Supercalifragilisticexpialidocious 👏🏾👏🏾👏🏾

[@yagzhandag3803]

thx

[@LovePullups]

I've always hated ryaman sum, but I was wrong😊

[@AvitusAmandius]

I have a problem concerning with numerical sir

[@mel-kr2xu]

whyd he write the xi formula for the right end point and used the left end point

[@stylerstudios]

goat.

[@parsasamandi569]

🤩🤩

[@NIYIBIZIVenant-f5g]

How to evaluate integration with x belong to real number

[@ConnieFWill]

thanks! saving my ass for finals lol

[@anestismoutafidis4575]

x^2-2x+1=(x-1)•(x-1)=(x-1)^2
∫ 5 -> -1 (x-1)^2•dx ∫ (x-1)^3/3•dx
[(5-1)^3/3- (-1-1)^3/3)•dx] 5 -> -1
[21+1/3 + 2+2/3• dx] = ∫ [24•dx]5 -> -1
By using the definition, we can calculate the summary as follows:
(x^2-2x+1)=0 p=2; q=1
-p/2± [(p/2)^2-q] x=1
∫ [24•dx]5-> -1=lim n->5 Σ i=1f(24i)•6•24
=> Σ=24^2•6•1 = 3.456

[@umutfirat6709]

büyük adamsın

[@cozychorus_as]

We literally have the same hand writing

[@SamanthaMponda]

Don't use the red one we cant see clearly

[@ahamedsaklain6710]

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