Integral of e^x sinx

This calculus video tutorial explains how to find the integral of e^x sinx using the integration by parts method.

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[deepankarchakraborty]

Reply me if you were also stuck in infinite loop

[alpha]

That was the biggest that's how you do it" of my life.

[chairmandrek]

ok. I had no idea where my professor got a 1/2 from, now i get it. bless your soul my good man

[jaydenrussell]

when I make I will pay you back in in a fortune this guy has saved from algebra 2 all the way to calc 2 in college and still one of the best at what he does

[pacocuhh]

Thank you! I had to look up how to do this so many times and this is the only time it made sense to me.

[fb]

Mathematicians have set out to kill me (and all students). You think you're restricted to doing sth when you go into more advanced problems but before you know it, the solution is gotten by doing the most basic ridiculous operation. I'm sorry but when he added the two integral expressions, I Wait ignore that last one. This just blew my mind

[inmov]

haha
you wrote Sex multiple times. And you managed to make this easier to understand than any of my proffessors at the same time.

[Snakesrcoolaccount]

this was in like 3 questions for my exam lmao, thankfully i know how to do it now

[martao.]

Your channel is just a miracle, thank you and please dont stop teaching us 🙏

[carmin.]

Thank you so much! Your videos are incredibly helpful :)

[VroomZOOM]

oof... I was killin myself on this one... then you added the expressions together. I was like "ugh... that was cheap" Thanks for the explanation!

[ajay]

I have doubt in LIATE exponential comes later than trigo than y u put u as e^x

[fiafschannel]

this dude has no idea how many lives he saved god bless his soul

[luvgone]

thank you king. dont let anybody knock ur crown.

[LaithMMA]

Thanks for the video, but don't forget to factor the e^x at the end in order to fully simplify your answer :)

[GreenMeansGOF]

I found a more direct solution today that avoids this whole idea of subtracting the integral but it’s basically the same in the end. One thing to note is that technically the +C comes from the fact that we get integral of 0 on the right-hand side. It’s not necessarily the case that the integrals cancel.

[vaishnavipmadiwalar]

Thanku very much sir....Ur explanation really helped me a

[sarojranjanswain]

I understood....nice one bro...love from India😉😊

[jangy]

I was stuck when I got back to the original expression after doing integration by parts but thanks

[shipaz]

never thought it like this! thank u a looot, i literally have xms tomorrow