Mean Value Theorem For Integrals

[@TheOrganicChemistryTutor]

Application of Integration - Free Formula Sheet: bit.ly/3ZdKSnK Final Exams and Video Playlists: www.video-tutor.net/ Full-Length Math & Science Videos: www.patreon.com/mathsciencetutor/collections Next Video: kzbin.info/www/bejne/g3OUqXeEgM6ghMU

[@wewillmakeyouaplaceforthew5793]

man this guy took just 1 minute to get through my thick skull for this very concept my AP teacher took a long anxiety inducing, painful mind bending lecture. this teach is an artist, truly skilled in his works.

[@tatyana9068]

You stay saving my grade man. Your videos are the best. You've helped me through so many classes.

[@everodarte8989]

Never stop please I have been watching you since highschool and you have saved me so many times

[@joodimourhli899]

Amazing! I have a test with this material on Sunday, and this helped me a lot! Thank youu

[@yazansalama7038]

You are the best teacher in the world. Thank you so much.

[@georgesadler7830]

Professor Organic Chemistry Tutor, thank you for explaining the Mean Value Theorem for Integrals with graphs and examples from start to finish. This is an error free video/lecture on KZbin TV with the Organic Chemistry Tutor.

[@mattmiller7832]

Learned this and understood it decently, but teacher chose to have the formula as (∫f(x)dx from x=a to b)/(b-a)=f(c). I suppose it's the same thing, not sure if easier or the same difficulty. Also our first in-class practice problem was much more difficult: ∫sinx(e^cosx)dx from x=0 to (pi/2). That didn't make understanding it any easier. Thanks for the video, helped clarify some questions.

[@chrisprilloisebola]

all youre doing there is dividing by (b-a) to isolate f(c). This actually works better in certain situations

[@mmukulkhedekar4752]

yea teachers should specifically chose easier practice problems to demonstrate the idea, so that students can grasp the concept easily.

[@safianaseer1879]

very well explained.... salute to you sir

[@world5407]

Thanks for all this explains sir so much 👍

[@arindam1249]

great explanation! ❤️

[@mohammadsafiedien1510]

You're better than my teacher at university

[@ChefFarisMom3]

Thank you sooooo much Kindly teach the second mean value theorem for integrals.

[@mohammadshinwari9643]

Is MVT using AROC and f'(c) as the average calculated by the integral?

[@de1oreandesigns]

I really appreciate your content 😀

[@jaydahart7190]

you are the MAN bro saved ma lyfeeee

[@oluwafayemidarasowemimo701]

Man you have everything!!!!!!!!!!!!!!!

[@AjayKumar-yd7oz]

What about decreasing function ???

[@yoyoyosimmy]

Agreed, the point couldn't be on the curve

[@esthereuticterra2314]

C represents where the area under the function f(x) is equal to the area of the rectangle over the interval [a, b]

[@baruahsarthak_]

Best explanation

[@nadineahmed1249]

You are the best dude

[@watching4410]

What is this used for in applications (real life) is this to find average position or velocity between a time range?

[@yanhesap6728]

8:26 Should C has been + or minues 4.694?

[@davidracine7853]

Brad Area can remain positive if the x value c is negative. The reason I think they’re not including it here is because it’s between the interval [1,9], which doesn’t become negative.

[@chrisprilloisebola]

@@Brad-qw1te not all definte integral values are postive bruh

[@snowballdrifter8774]

I'm confused, why did he not use the formula f'c=f(b)-f(a)/b-a ?? Would it have the same final answer?

[@Dipslox]

remember the second part about 1/(b-a) * integral for the average change of the function

[@zachbenjamin6606]

Very helpful thanks

[@ac-jk9mz]

u are the greatest m

[@babucarrmjammeh5060]

thank you

[@vinhquachvlog7581]

thank you , this helped me a lot for the test

[@tranminhhieu9492]

very nice tutorial

[@vil3n80]

if you play this at 1.5 speed he sounds like Ben Shapiro 1 day before the final ez fail

[@srinivaskarthik3340]

Superb dude

[@aaronlee5404]

thx for sharing

[@youmna4045]

thank u very much

[@HanaaAHamed]

man I love u

[@terrificsoprano5025]

Thanks Sir.

[@Emsatacc]

Thanks sir

[@randolfshemhusain2298]

There's an easier way to get the value of c, but that involves using the average of the function

[@35volts52]

Am I the only one using this to get through the book "Infinite Jest"?

[@DesertSoldier_ii]

I am going to write my exam today , 😅

[@danyalmuneeb8225]

anyone in 2021???

[@smcheeto]

lol what

[@minahany5894]

i think u made a mistake in the question where (x)^1/2 [1,9] answer should be much higher than that

[@teslathehedgehog54]

[@fables5091]

why not just use average value therom to find f(c) and then set it equal to the equation instead of putting c as x

[@drumman22]

he does this in another video, its really up to preference tbh

[@randolfshemhusain2298]

yeah it's easier but it's technically not the "theorem"

[@TheGeekytube]

no u

[@goober8606]

yes me

[@wameed98]

no u

[@VikasSingh-tw8wu]

Yes him

[@cristianandrei3154]

no me

[@basimahimmo1469]

nO U

[@nestam6844]

I have to do this without using the antiderivative for some reason, fuck analysis

[@donaldobiba7229]

god bless

[@smcheeto]

udafucknbestman

[@pulanridick7040]

not helful!😪😏