Frankly, this is not just a good introduction to the Weierstrass substitution, but to integral transformations in general. This was a far clearer demonstration than anything I had seen on Wikipedia for that topic. Thank you.
hope to request, derive lagrangian multiplier, and the relation between polar coor and rectangular coor without making discontinuity, example how can r be negative? when r(theta) = cos(theta) when r is "defined" all positive. finding theta for (x,y)=(2/1) and (x,y) =(-2/-1) different in rectangular coor, but they are the same in polar coor
Wow! What an interesting take on the Weierstrass subsitution, definitely does act like a ghost with how sneaky it is!
Frankly, this is not just a good introduction to the Weierstrass substitution, but to integral transformations in general. This was a far clearer demonstration than anything I had seen on Wikipedia for that topic. Thank you.
How come this channel does not have 100k subscribers at least?
Many thanks, Sir!
Beautiful animations in the intro and the concepts were sooo thought provoking! Great job!!!
Beautiful video! Absolutely love the visuals ! Always such a pleasure when you upload !
Very insightful, for all of such hard wofk
Brilliant Video... 👍well done once again 👍xxx
Such a helpful video! Great job! 👏🏼👌🏼👏🏼👌🏼
Perfect Video ❤
Never thought of that before! Crazy! Very cool Mathacy!
Super thank you 😊
thanks for that redefining circle explanation it helped!
Wow! Such a clever concept and amazing animations!
love your videos. Couldn't find problem sheet for ghost sub. among those at link.
Sir, please don't stop uploading video s
amazing video quality , keep it up 🔥
Very underrated channel
Please post more
So helpful! 👏🏽👏🏽
I really love your videos. Could you do a video on series and sequence and the concepts of divergence and convergence.
hope to request, derive lagrangian multiplier, and the relation between polar coor and rectangular coor without making discontinuity, example how can r be negative? when r(theta) = cos(theta) when r is "defined" all positive. finding theta for (x,y)=(2/1) and (x,y) =(-2/-1) different in rectangular coor, but they are the same in polar coor
this is my first time i don't hate math 😂
What's the code for making that line glow at 4:20.?
Me after seeing this after my Calc 2 quiz