Triple u-substitution on the Lambert integral, love the approach. I used to teach similar concepts on SolutionInn, and it's always so rewarding to see students' understanding grow when they realize how these complex integrals can be simplified. The method here is really elegant, and it's a perfect reminder of how deep calculus can get. If anyone’s feeling unsure about any steps, SolutionInn is a great place to get extra help on these kinds of problems.
Looks like Dr Peyam is back with his integrals!!
Yaaaay!!
And the problem is in the first step - x = u^(-1/n). Hope it will be find out in the next part of the video ;D 1:40
That’s just a typo, the rest is valid
@@drpeyamBut the differential should then be -(1/n)*u^(-1/n)
The W function has been around for 100s of years, but seems to have become popular in recent years.
Triple u-substitution on the Lambert integral, love the approach. I used to teach similar concepts on SolutionInn, and it's always so rewarding to see students' understanding grow when they realize how these complex integrals can be simplified. The method here is really elegant, and it's a perfect reminder of how deep calculus can get. If anyone’s feeling unsure about any steps, SolutionInn is a great place to get extra help on these kinds of problems.
Hello
How did you go from a positive 1/N to a negative 1/N during the t-substitution?
compare 2:48 to 3:17
@@hOREP245 I was thinking the same thing.
I believe it was a typo at the beginning
Beautiful 😅 tienes un conejo nuevo ? jajaja
Hahahaha 😂
Good to see you back ! You at Brown RI ?