Reduction Formulas For Integration

[@TheOrganicChemistryTutor]

Integration - Formula Sheet: bit.ly/3XCT6oz Final Exams and Video Playlists: www.video-tutor.net/ Full-Length Exam Videos: www.patreon.com/MathScienceTutor Next Video: kzbin.info/www/bejne/gISqnXV-dqypr5Y

[@slaveofpenguinempire5781]

Leaving this comment here so that after some years, someone may like it and I come back after my graduation to thank this guy!!

[@BerryJohnW]

Bro never came back 💀

[@andutimilehin3244]

It's not easy 😂

[@slaveofpenguinempire5781]

@@BerryJohnW I did come back... 🙂

[@BerryJohnW]

@@slaveofpenguinempire5781 oh Nice ! Didn't see your come back comment I guess

[@BerryJohnW]

What was your major?

[@jamieferrer3269]

Me seeing the 1st equation: faints

[@debrahm9536]

I know right😂

[@josammarenye4021]

😂😂

[@lenicebethelmy7648]

💀💀💀

[@denniskioko3725]

💀🙃

[@gbeminiyibabatimehin8589]

Swearsss.🤣🤣🤣

[@danielmanaog7935]

Should I freak out right now? You always have the same topic for my current lessons. Am I being watched? Anyways, you're awesome! You helped me a lot.

[@NormanYeung19]

Hey man, I just want to say that I really appreciate these videos. These are especially helpful because I am currently on integration in Calculus AB right now. Thanks again.

[@jamesbradleydevomra9523]

0:50 i really though he was going to say “i’m just kidding guys” after writing down that formula. 💀

[@proudmungombe5417]

So grateful to you man....you make things simple

[@georgesadler7830]

Professor Organic Chemistry Tutor, thank you for an outstanding analysis of the Reduction Formulas for Integration in Calculus Two. Integration by Parts is used to derive the Reduction Formulas in Calculus. The Reduction Formulas can be used to compute/ Integrate well known Transcendental Functions in Calculus. This is an error free video/lecture on KZbin TV with the Organic Chemistry Tutor.

[@richards_greatman]

This is the best description. I wish he adopted it🥺🥺. Thank you

[@pumpkinpie0001]

omg i swear i was so shooked u have everything on ur channel, further maths, physics, maths i wanna see ur face 😍😍😍😍😍

[@princecomedian7532]

You make it easier than the lectures....thanks alot

[@Jinxed192]

The formulae at first sight looked scary. But somehow i realized i remembered it and now i hope i dont forget

[@AdolfKambinda-f8p]

Mr Man overhear is a game changer

[@evwerenisaacoghenenyerhovw232]

Sir when are we to use the power reducing formula and does it works always?

[@alexayers9463]

Your videos are too ASMR for me to focus. And I love the way you say "x" =) and your accent in general.

[@manoguidricardoralpha.755]

Can you make a video about integrating product of power of sines and cosines ??? cause you are really good at teaching..

[@Jam.shed9]

He should change his channel name into a math and physics channel.😂😂😂

[@chin2250]

Demonstrate that integrate (cos^m(x) cos^n(x)) with upper limit is (pi/2), lower limit is 0 dx; = ((m/(m+n)) integrate (cos^m-1(x) cos(n-1)x with upper limit is (pi/2), lower limit is 0 dx. Hence, deduce that integrate (cos^m(x) cos(nx) dx = (pi/(2^(n+1)) with upper limit is (pi/2), lower limit is 0? how to demonstrate it?

[@oneinabillion654]

Is this a joke. These equations are crazy

[@abhishekkj9664]

not really, just learn the reduction formulae and work out yourself, you will see its very easy.

[@Shri100percent]

its just intgration by parts used in a clever way dude! Dont get discouraged :) look at the proofs!!

[@pancekaradzov3885]

Am having panic attacks these days cuz of these formulas... 😫

[@cyber_dbs]

Seriously? This is no big deal

[@oneinabillion654]

@@cyber_dbs It looks like something you'll forget immediately 😂 and I'm just learning for fun to do some mit integration Bee mentally hahaha

[@decopocha1872]

This guy is just a math redeemer🔥🔥

[@phicsvinci]

Thanks man, you make learning Interesting

[@oliverjohnsabanka8645]

I can't thank you enough Sir Much Love Viva!

[@ohyeahsubscribetomaximilia5694]

This is so cursed I love it.

[@shivankitss8396]

@Ethan Roberto 😑why didn't you hack some celebrity instead.

[@ronflo7201]

so idk if anyone will answer but its possible to use the reduction formulas more than once or twice in the same problem? also awesome vid

[@moazelsawaf2000]

Thanks a lot sir ❤

[@DanielMmwelumuka-mk6cv]

You are the best...thanks alot

[@gutzbin]

How in the actual, literal fuck am I supposed to memorize that English assignment of a formula he just pasted at the bottom of the screen?

[@francistembo3084]

These videos are very helpful

[@e6294]

your voice is relaxing

[@Zephyr-tg9hu]

Jesus christ. For something like ∫(sin^4xcos^2x)dx that looks so innocent, it sure becomes a lot of algebra lol.

[@Jnr-uy8ko]

Maths gets complicated when they add trigonometry But JD is the best❤

[@Sportsreelz]

Nice work! Keep it up

[@francisjmendy4873]

Thanks for the video it helps

[@BrianBore-d5j]

Thanks for the good work sir 🫡🫡

[@i.glenhoe]

Thanks for this!

[@larakalish881]

Hello I have a question why is there always a constant of integration when integrating?

[@_prash]

It's because integration is the reverse process of differentiation so let's assume you have a function y=x^2 + 4, on Differentiating it we get dy/dx as 2x + 0 so if we want to integrate 2x to get x^2 + 4, we have to use a constant of integration so that we can get "4" in the required answer otherwise we will be left with only x^2 on integrating 2x whereas the answer has to be x^2 + 4, as we could have any constant at original function with x^2 + R. That's where COI tells us that we had a constant in the function which we differentiated it.

[@richards_greatman]

@@_prash Thank you

[@katarawatertribe21]

Thank you so much!!!!!!!!

[@nuelwachira]

Thank you so much

[@hassankhalil9184]

at 3:22 isnt the "1/n" in the reduction formula suppose to be negative?

[@عبدالرحمناسكندر-ص3ر]

للساين رح تكون نقتف بس للكوساين بوزتف لا تخلط بينهم

[@rmdir]

He reversed it. It is still negative.

[@PraiseIzevbihen]

Sir please solve using definite integral 🙏🙏🙏

[@advertisementecosystem8347]

Please teach Laplace transforme

[@비에스-p1m]

can anyone tell me why dont use integration by parts method?

[@albertrilley3341]

there are many methods of integration and this is just one of them

[@Kunn14]

Thank you so muchhhh

[@favouronyi967]

Helpful

[@andycastro1872]

Bisaya here!

[@kierano8390]

I wanted to learn how to find the reduction formula, sad times

[@sophiamoraa8750]

Me too

[@holyshit922]

I thoght that he will derive this reduction formula (by parts and with Pythagorean identity)

[@mustafanoor9054]

Keep it Champ

[@bilkisuabubakar-uc6py]

I will survive calculus

[@Joseh-b7m]

Who else is revising for January exams 😂

[@tushartyagi1234]

It's helpful

[@mathtutor7959]

I am just 11

[@ethanb1913]

I'm 12 and I understand this

[@MauryaAcademy]

REDUCTION FORMULA FOR INTERGRATION :kzbin.info/www/bejne/Z2m2e2h6gLeHgaM