cube root of i, feat. Fematika - Videos

This is soooo cool!

Not first

Can you please do this:

lim
(e^x/x)
X->inf
Without counting infinity?

always cool knowing different ways to solve same thing.

someone get this guy a bigger board

Why isn't the usual guy doing any videos anymore?

Why was the n value restricted to just 0, 1 and 2?

Why only look at REAL solutions? Especially when you started with a complex number and you end up with complex solutions anyway.

log(i)?

wtf its wrong ??? level of the channel???

Did he run a marathon before filming? Why is he so out of breath

Yeah, Fematica is yet another awesome math Youtube channel!

Poor planning, small board. Too bad he/she had to erase important parts!

Polar form is much easier but i love the rectangular form for some reason

Do the n-th root of i.

Guess I'm a devil worshipper.

-i

before i watch this, is the answer something like 0.5 + (sqrt(3)/2)i ?

Use he argand diagram and solve it in the polar form. It is so much easier. Once you get a solution the other two solution is only 120 degrees apart

Look I get you wanna be nice but can we not feat that kid anymore? It was fun for now, but I really am here for your videos

His mic is maxing out…

Hello, i've got (not)simple problem – equation, so:

x^(1/2) = -4
x = 16 * i^4

is this correct answer?

thanks for every help 😉

U could do
b³+1=0
b³=-1
Cube root both sides:
³√(b³)=³√(-1)
And u get this:
b=-1
I think its way easier than what you showed and u dont have to memotize that (a+b)(a²-ab+b²) (i think its right XD)

Video quality so bad

OMG i just got the reference! At 5:48 there's a reference to Dr. Peyam !!!!!!!

Hard work wasted

Guess, I'm a devil worshipper

-1^(1/6)
Done.

I have to say the first solution is easier to follow if longer to do.

Nice video

Great content! More from this guy in the future!

Holy shit he's breathing a lot

any 17 year olds or smaller here?

Can someone pls give me an idea on how to solve irt(i)? Pls only an idea and NOT a full solution.

Don't write 1 like a 7.

Wow! Never imagined it was possible to write with only one (1!) pen!!