Comparison Theorem for Improper Integral, my calculus 2 exam problem.

Learn and understand thecomparison Theorem for improper integral. How do we use the comparison test to see if an improper integral converges or not? This is actually an exam problem for my calculus 2 class. For more calculus tutorials, please subscribe to ‪@bprpcalculusbasics‬
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[@mako2762]

I love his little smile after making the old person analogy

[@richkang979]

OMG I thought I was only one haha

[@pratyakshyt]

This is how the math people do it 😎😎😃

[@JackAttack-jn4op]

Your videos are completely lining up with my calc 2 class, thank you so much

[@DBear8008]

Really love your videos man, you and Integral calculator are getting me through college Calc II right now XD

[@thejiminator8816]

Whats this channel? Black-board white-chalk

[@hvdc444]

This was extremely helpful, thank you

[@helpme5gmeltedmyweenor908]

Incredibly helpful video, if only my profs videos were this helpful

[@user-qb8mi9ys4l]

this steps are really helpful

[@vaniabessos6381]

thank you, very helpful

[@melanieweck7609]

Thank YOU!

[@nourelhoudabenyahia257]

Thank u so much 🥰

[@rickpala_]

please make a tutorial for how you hold 2 pens/chalks/markers in one hand and write with them so seamlessly!

Conclusion: 6:47 "this integral is also .... OLD" ;-P Proven by blackpenredpen using the old-older man theorem. (just kidding, nice explanation/demonstration/video, for sure)

[@Vaguspostedat]

Very interesting

[@alexrosellverges8345]

Cool video, thanks! Idk if i am right, but i actually did the same as you at the beginning (finding that f behaves like 1/x^0.5), but then i ran the limit comparison test, which i think is easier once you know what you wanna put in the limit, and it ofc spit out a 1. Would that method be also correct in general? Thanks!

[@AkashSharma-iw3rl]

Thanks sir

[@rosameliacarioni1022]

thaaaaanks

[@srpenguinbr]

4:30 You are correct, but you could have mentioned that cross multiplying would interfere on the inequality because everything there was positive on that interval

[@benatchison2371]

Felipe Lorenzzon if x>=2 the terms on each side are positive so he doesn’t have to worry about that

[@ignorant-greg]

At 6:40, the conclusion should be that the integral is old, idk about that divergence stuff.

[@user-dd8we9kv2l]

What about rootx/sinx integral from 0 to pi?

[@Gzzzzzz111]

What if the integral is from 1 to infinity? Does it become an undefined problem then?

[@adityavij667]

Why some functions are not integrable? Ex- like sinx/x

[@kingemerald4116]

Yah! BTW nice hair style :)

[@budtastic1224]

LCT would've been faster but this is more informative! Awesome video as usual

[@bandamkaromi]

Hmm. Microphone ball(?) was changed? clear voice than before.

[@divyanshmittal1998]

White board is so better than black

[@tofu8676]

wow ok that's racist...

[@shrsyechan8501]

save my life T.T

[@hooya8437]

这就是我们学的反常积分中的区间无限类型啊

[@MarkMcDaniel]

Changes name to WhiteChalkRedChalk for this video only.

[@olegt962]

There is a different improper integral on video

[@thomasblackwell9507]

DON’T KNOCK US OLD PEOPLE!!!

[@001agentplatipus]

black chalk red chalk 😂😂

[@benjamingiribonimonteiro9393]

White chalk red chalk

[@TheAmazingFocus]

The thumbnail has x^3+1 under the square root instead of x^3-1. I have been cheated and lied to!

[@kingemerald4116]

Don't worry, no one is perfect, everyone make mistakes

[@ssdd9911]

at least the integral still diverges

[@tomctutor]

✎ _Integral is really big so it diverges by comparing it to my age_ ■✔

[@Nothing_serious]

Fake channel. No black pen or red pen.

[@8dolev]

Please, no more blackboard and chalk. It hurts my hears. Otherwise, great video. Thank you. Isn't it?