Question

PLEASE PLEASE PLEASE HELP!!

Answer 1

YESYESYESYESYESYEYSESSREWQWF

Answer 2

PLEASE TELL ME WHAT IS YOUR QUESTION

Answer 3

lol thank you

Answer 4

Rationalize tha denominator of that.

Answer 5

PLEASE c: lol

Answer 6

Answer choices:

Answer 7

But if you could.. Tell me how you do it, so I can fully understand..

Answer 8

Add them, then multiply by the conjugate

Answer 9

√-4 / [(7-3i) + (2+5i)]

√-4 / (7 - 3i + 2 +5i)

2i / (9 +2i)

rationalize by multiplying top and bottom by denominator's conjugate: (9 - 2i):

2i(9 -2i) / (9+2i)(9-2i)

2i(9 -2i) / [9(9) + 9(-2i) +2i(9) -4i^2]

(18i - 4i^2) / (81 -18i +18i -4i^2)

Answer 10

Finish it

Answer 11

WHAT lol

Answer 12

finish the problem

Answer 13

answering

Answer 14

I think you might of lost her there passive :P

Answer 15

yep

Answer 16

.-. ya u did lol

Answer 17

Ill just guess it ... lol

Answer 18

start with
\[\frac{2i}{9+2i}\] then multiply top and bottom by the conjugate of the denominator
\[\frac{2i}{9+2i}\times \frac{9-2i}{9-2i}\]

Answer 19

Thanks guys :D

Answer 20

(18i - 4(-1)) / (81 -4(-1))

Answer 21

the denominator is \(9^2+2^2=81+4=85\)

Answer 22

the numerator is \(18i+4\)

Answer 23

finish it now rae

Answer 24

You got this Rae! :D

Answer 25

Here is a medal for encouraging her

Answer 26

I'm not sure if I deserve a medal for that but thank you passive :P

Answer 27

4/85 + 18i/85