Calculus with the Lambert W Function

[@Ener-G]

Thank you for your help with the Lamber W function! I'm learning how to use it in case I need to solve exponential equations when parameterizing stereo sound waves for oscilloscope music.

[@gooseminecraft2499]

minus C is just the same as plus C, a constant (negative one) times a constant (Constant of Integration) is just a constant

[@zasharan2]

Never thought I’d see the day when WWE showed up in math (1:57)

[@EisFunnyLetter]

lmaoooo

[@huangyuyuan5129]

Really appreciate your videos Hope you’ll keep making them!

[@physicsandmathlectures3289]

Thank you! It's nice to see the positive response my videos are getting. I'm looking forward to making more!

[@noamchomsky729]

Hey Thank you🌻

[@physicsandmathlectures3289]

No problem!

[@benvel3392]

I'm sorry but I really don't understand how we^w = x? Can someone explain?

[@benvel3392]

I realized now. It's the same as with e^ln(x) = x. ln(x) is definitionally the exponent which gives us x when e is raised to it. w(x)*e^w(x) = x, is the equivelent case but for the Lambert W-function! :D

[@kshitijgarg2474]

@@benvel3392 Nice, I was gonna give a whole damn explanation for it. Guess I dont have to.

[@benvel3392]

@@kshitijgarg2474 thank you anyway :D

[@Shams-256]

8:20 + e^(w(x))

[@Shams-256]

Sorry didn't watch untill the end

[@AntimatterBeam8954]

@Shams-256 I came to the comments for this but I haven't watched until the end either 😂

[@Михаил-д2п6м]

On 4:00 minut, need mines before w.

[@davidblair1773]

please keep colors in white. Thanks for clear lectures, otherwise.