Question

Solve?

Answer 1

@Callisto @satellite73 @eliassaab @Mikael @ghazi @mukushla

Answer 2

TOO COMPLEX

Answer 3

Complex number is tooo COMPLEX

Answer 4

@satellite73 @satellite73 @satellite73 @satellite73 @satellite73 @satellite73 @satellite73 @satellite73 @satellite73 @satellite73 @satellite73 @satellite73

Answer 5

no this is okay really

Answer 6

you have the the cubed root of 1 there

Answer 7

K satellite SOLVE IT

Answer 8

so each time you cube it you get 1

Answer 9

3 goes in to 333 evenly and therefore leaves a remainder of 1 when you divide in to 334

Answer 10

so calling \(z=-\frac{1}{2}+\frac{\sqrt{3}}{2}i\) we know \(z^3=1\) and so \(z^{333}=1\) and therefore \(z^{334}=z\)

Answer 11

answer is \(4+5z\)

Answer 12

these all are the application of cube root of Unity

Answer 13

yes i see that

Answer 14

thxxx