everything in this complex numbers playlist was clear and consistent, and then this video pops up that jumps WAAAAY ahead and misses all sorts of material in between!
@@100feetsTall I think some classes are just missing from the playlist. I did not check if they're uploaded and not added into the list tho, currently just winging it and using google to understand unfamiliar concepts
I love these videos, but there's a huge gap in the playlist between the last video and this one. Can you direct me toward videos that will fill that gap? Ta
@@matemaatika-math i didn't mean "squaring with 60°", but "a complex number with 60°". What is been squared is the complex number, which has a degree of 60°.
@@matemaatika-math He's squaring a complex number (which is a very specific structure much different from real numbers) and that number is in polar form (which is a very specific representation). De Moivre's theorem explains this very neatly.
everything in this complex numbers playlist was clear and consistent, and then this video pops up that jumps WAAAAY ahead and misses all sorts of material in between!
It’s a big headache 😢
where can one learn the missed material
On video 35 of the playlist, is where you should go too .@@seanrokosz7881
I had a question like this on my maths exam, thanks for making me nail it! :D
I feel like a missed a book, not even a chapter 😭
Big hassle! Have you figured the right progression out?
@@100feetsTall I think some classes are just missing from the playlist. I did not check if they're uploaded and not added into the list tho, currently just winging it and using google to understand unfamiliar concepts
oh wait some of them are there, just jumbled up. But i don't really know the order, so I'll just keep going i guess
I love these videos, but there's a huge gap in the playlist between the last video and this one. Can you direct me toward videos that will fill that gap? Ta
On video 35 of the playlist, is where you should go too .
@@papadhoria0076thank you so much
You are the Best
Can you manipulate the numbers of a lottery draw?🤔
Is n=5/2 to be completely imaginary
If you square 60 degrees how come you get 120 degrees and not 3600 degrees?
He is not squaring the degree itself, he is squaring a complex number with 60°, which results in a complex number with the double of 60°, 120°.
@@davi-i Squaring with something? Doesn't it read odd?
@@matemaatika-math i didn't mean "squaring with 60°", but "a complex number with 60°". What is been squared is the complex number, which has a degree of 60°.
@@davi-i It's starting to make sense: I is at 90 °. I ^ 2 is -1 which is at 180 °.
@@matemaatika-math He's squaring a complex number (which is a very specific structure much different from real numbers) and that number is in polar form (which is a very specific representation). De Moivre's theorem explains this very neatly.
first