Trigonometric Integrals - Part 6 of 6

[Noble]

"A bit lucky" is the definition of calc II.

[AmmarAlsamak]

In the first problem, you should put positive sign front of cos^2x/2 in the final answer.

[MrYessir]

This is a great little video series that is on par with the beginning of my Calculus 2 class right now. You showed problems that directly related with my homework and and many of the "cookie cutter" problems you managed to cover were also problems on my Exam. Awesome videos and great examples!

[WhoStoleMyKiwis]

Usually professors half the time in college never take the "TIME" to go out of their way to do random problems, atleast the ones I know. Thank you so much for taking the time out of your life to help others who are less fortunate of having good professors. I commend your work.

[patrickjmt]

wow, that gets 'nice comment of the day'! thanks so much for such the kind words. it is comments like this that keeps me posting videos to help out my fellow man and woman! you give me hope still!!!! : )

[EventuallyDone]

Patrick I really want to thank you. In the past week, Ive watched over 100 of your videos. learned Calc I and destroyed my first Calc 2 exam today. EVERYONE should know about you.

[samuelongalo]

patrickJMT we love u in Kenya making calculus awesome thanks alot

[patrickjmt]

you can figure it out, i believe in you.

[Transpacity]

@patrickJMT patrick isn't the hero youtube needs. he's the hero youtube deserves.

[mikecho]

Very useful methods from all 6 parts. We all appreciated.

[ranidayz]

This is really helping me understand my online Cal II class...thanks for being so smart and able to explain things better than my book!!! :)

[patrickjmt]

glad it helps - quality could be a bit better, but c'est la vie!

[xtraMOBx]

You're saving my life, was out sick for a week and have an exam tomorrow. I now feel way more prepared!

[VKMmd]

I don't go to classes, watch your videos and get good grades on my tests :) thank u!!

[Eyqp]

appreciate the help man.. Iv been struggling for days trying to understand but your 6 videos really brightend me up. Thanks Alot keep up the great work

[hyperillion]

Forgot to distribute the -1 over the u^2/2 term at 3:00 when you substitute cosx^2 back in

[sunkim]

so the correct answer for the first problem is -ln(cosx) + {(cosx)^2/2}+c, right? 

[gabegransden]

In the last problem, the integral of cscx is -ln | cscx + cotx | and you have -cotx which is wrong, isn't it? @patrickJMT

[danielarmenio]

Thank you very much. From Portugal. Wish my professors teach like that.

[Nosinper]

Thx a lot for these videos I will be watching these over and over again in order to learn calc..KEEP It up Honestly Thank you very much ur a life saver! at least for a dumb person like me