Question

finding x in complex numbers examples?

Answer 1

like?

Answer 2

comparing the real and complex parts?

Answer 3

moongazer can u please reply?

Answer 4

Yeah we need specifics on this

Answer 5

MOONGAZER

Answer 6

like 7i + 56+ 3x=9+7x -3+7y
something like that
because i just saw it on my test paper and the teacher did not teach it, so it became a bonus.
I just want studying in advance
I forgot the exact question on the the paper but I think it is something like that
^_^

Answer 7

r u sure thers no iota on the right side?

Answer 8

i don't know

Answer 9

maybe there is

Answer 10

is the iota the letter i ???

Answer 11

like thingy used in imaginary numbers?

Answer 12

yes

Answer 13

so how do you find x? or y?

Answer 14

Basically, you just follow the usual way of doing things but take account of the possible manipulations of i whereby you might be able to get rid of it altogether.

Answer 15

so it is just like x+2=2x-1
is 3=x ???

Answer 16

Yup, 2i + i = 3i, no surprises there either.

Getting rid of i altogether will usually require multiplying it by another i so as to produce i^2 = -1.

Answer 17

or 2i+x+2=10 is
x=8-2i

is it just like that?

Answer 18

Yep.

Answer 19

Which you can read as x is the complex number 8 minus 2i.

Answer 20

ok I thought it is different ^_^

Answer 21

You can think of an ordinary number as being (thenumber) + 0i

Answer 22

yup, thanks!

Answer 23

You leveled up so fast estudier, as i remember, the first time you answered one of my question your level is just one digit.
Maybe you are intelligent or already in a higher education. ^_^

Answer 24

Old guy, know a lot about a little and a little about a lot.

(I have a degree in Math and Computing as well, which helps)

Answer 25

These relations should prove hel\[-i ^{2}=1\]pful working with "i"
\[i=\sqrt{-1}\]\[i ^{2}=-1\]\[i ^{3}=-\sqrt{-1}\]\[i ^{4}=1\]

Answer 26

i know that ^_^

Answer 27

ignore the typo, good, you will be using that info when you rationalize complex numbers etc.