Question

Simplify the expression.


**Expression below**

Answer 1

\[\frac{ -5 + i }{ 2i }\]

Answer 2

separate it into 2 separate fractions and see what you see

Answer 3

how

Answer 4

\[\frac{ -5 }{ 2i }+\frac{ i }{ 2i }\]

Answer 5

I dont see what to do

Answer 6

the i's will cancel eachother out.

Answer 7

in which places, how would it look after that

Answer 8

times by 2i over 2i and remeber i times i is 1

Answer 9

im sorry, but I am soo confused.

Answer 10

okay here it is:

Answer 11

\[\frac{ -5+i }{ 2i } \times \frac{ 2i }{ 2i } = \frac{ 2i(-5+i) }{ 2i \times 2i }\]

Answer 12

so that is

Answer 13

\[\frac{ -10i -2 }{ -4 } \]

Answer 14

or simplified to \[\frac{ -5i-1 }{ -2 } = \frac{ 5i+1 }{ 2 }\]

Answer 15

and that is the lowest it simplifies to?

Answer 16

yes