Roots of Complex Numbers, Ex 3

[DancingRocketeer]

PatrickJMT, you're the reason why I aced my final. Thank you SOOOO much for taking the time to put these videos together!!!!

[AQBass]

you've taught me more in 30 minutes than my lecturer in a few hours. THANK YOU!!!

[lazypuff_]

you teach it better than my teacher can and will ever teach it.

[massb]

Hey Patrick ...how do we get the initial angle 0.??

[aldrin]

this is really helpful . your videos are helping me a lot

[ricob]

thank you very much
your videos help me in my homeworks

[jumpre]

Amazing! - Thank you so much for this! I was trying to get my head around the cubic formula and I'm sure this will help a lot with that - so thanks a bunch ^_^

[ngiderobins]

Respect Sir, thanks for this wonderful initiative to be helping people like me to work on math. i was really doom

[a.n.]

patrick you are best thanks for helping me

[tonderaitumbare]

thanks patrick for tutorials. but what will be the angle if we have -64. please can you clarify

[lpperalta]

Hey patrick, how are you?
I would like to ask you something.
I have done few exercises of complex roots and I found out that every time I get a root with imaginary part, I get another one with the same imaginary part but with opposite sign (- +) is this a coincidence or is actually true for all imaginary roots?
thank you so much.
Thanks for your vids ;D

[atsourno]

What is the geometrical representation of this particular example? I can not get my head around it.

[bolu]

do you have any videos making the x component negative

[kearabetswemali]

How do you know that the angle is 0 degrees since both the tan of 0 degrees and pie are 0. I chose pie instead of 0 degrees and I got my K=0 as 2+2 (square root of 3)i.

[dedicatedanna]

can you do an example of -64i on finding the nth roots

[clintonmogitah]

but where did the value of 0° disappear to

[thelastdragon]

wouldnt k=0 always be z?thx for the vid.

[giftyowusuansah]

Plss de first one how did u get de angle to be zero..I got 180

[Peter-bgku]

Degrees are more confusing than radians. Great video nontheless.

[ayeshanaz]

Thanks u sooo much sir
Outstanding
very help full Vedic :-*