How to Find the Cube Roots of a Complex Number Example with -1 + sqrt(3)*i

[@lleferrari2961]

Super helpful - I was able to review the concepts in ten minutes and complete the assignment I needed to tutor a student. Thanks!

[@marinanjer4293]

So clear. Mind blown

[@ajessop6870]

great video completely understand thank you

[@fayemoviecommentary]

Thank you so much

[@ebuleutienyi492]

Wow what an amazing method

[@AQUARIUS_20]

Thanks a lot man!

[@WHATHAPPENSIFWORLD]

tnxs so much

[@karabonicole4718]

Helped a lot

[@leesinporo3467]

tnx i finally understand it

[@dannynobyjoseph1659]

Thank you!

[@sumeursault]

A proof or explanation of the complex root formula might help a dummy like me gain more intuition for why the formula works

[@soylarva]

thaaaaanks!

[@edwardswearinger5048]

N light

[@edwardswearinger5048]

10

[@codeintherough]

5:40

[@edwardswearinger5048]

Naano secs lightspeed angels n demons angels only

[@edwardswearinger5048]

4 is 8 3 is 7 3.5 is 9

[@edwardswearinger5048]

=1+2

[@edwardswearinger5048]

01

[@iknowuknow1364]

What if cos and sin angles are not the same, how do i know which one to use?

[@reubenmanzo2054]

The theta in the equation is the angle the complex number forms with the positive side of the real axis. Since we're dealing with the same complex number, the angle will be the same.

[@edwardswearinger5048]

One in the ssame angels

[@crystock4604]

-1+i

[@edwardswearinger5048]

2 is 6

[@edwardswearinger5048]

Or 2.5 is 7

[@edwardswearinger5048]

0

[@edwardswearinger5048]

Darkness

[@edwardswearinger5048]

One n the same

[@gatlatwal8499]

Please help me calculate this Given that (√3-i) is a square root of the equation Z^9+16(1+i)z^3+a+ib=0 What is the value of a and b?

[@edwardswearinger5048]

Come angels pop

[@jhvnhjifgvbv8126]

Bro what

[@shivanimahajanaviii3516]

find the cube root of z=-1+3i?

[@edwardswearinger5048]

Its sex n angels

[@edwardswearinger5048]

0

[@shivanimahajanaviii3516]

find the cube root of z=-1+3i ?