Question

Please HELP and explain! :(

Answer 1

RH, we solved a very this type of question earlier, I believe?

Answer 2

\[\frac{ (1- i \sqrt{3)^{2}} }{ 2-(1-i \sqrt{2)} }\]

Answer 3

Yes I am sorry I tried to do it alone but the result was so far from the choices :(

Answer 4

okay, let's consider therms independantly.
x^2 first for x=(1-i(sqrt(2))

Answer 5

\[(1-i \sqrt{2}) ^{2}\]

Answer 6

Yes. Open up the brackets.

Answer 7

\[(1-i \sqrt{2}) \times (1+i \sqrt{2})\]

Answer 8

RH. You're not supposed to change signs in square.

Answer 9

Just saying.

Answer 10

\[(1-i \sqrt{2}) x (1-i \sqrt{2})\]

Answer 11

like this? @NeetziD

Answer 12

Yes.

Answer 13

and for the denomintor is it \[2-(1-i \sqrt{2})\]

Answer 14

1(1-i sqrt(2))-i sqrt(2) (1 -i sqrt (2))
that is:-
1- i sqrt (2) - i sqrt (2) + 2(i)^2
that is 1-2-2 i sqrt (2)

Answer 15

Sorry but more detail is hard to give.

Answer 16

If this is okay, we can go ahead with the denominator.

Answer 17

it is ok. thank you so much!

Answer 18

You know the denominator already... I entrust you with simplification?

Answer 19

Is the answer -3-2i (sqrt2)

Answer 20

Thank you so much!