Question

CHECK MY ANSWER! I got A!

Answer 1

Can't see the question maybe you could zoom in, or not snap your whole screen might help =)

Answer 2

click on it plz

Answer 3

I think you are right with a.

Answer 4

@Howard-Wolowitz

Answer 5

Oh okay yes i believe it is A as well =)

Answer 6

really? or u just guessing

Answer 7

no really

Answer 8

ok cool

Answer 9

Really, =)

Answer 10

It's been a while but this is Alg 1 right?

Answer 11

adAlgebra 2

Answer 12

oh okay =)

Answer 13

@rational

Answer 14

@DaWizjr

Answer 15

Do you agree with me?

Answer 16

I got \[\frac{ 2-x }{ 3 }\]

Answer 17

so you dont agree

Answer 18

@phi

Answer 19

what answer did you get for Q9?

Answer 20

for 9 I got B

Answer 21

actually It is B

Answer 22

sorry

Answer 23

one way to check:
in the first equation put in x=0 and you get out y=2
in the 2nd equation put in x=2 and if it's an inverse, you should get out y=0
(0,2) --> (2,0)
but notice if you put in 2 in the 2nd equation you get 4/3 and that is not 0

Answer 24

ok then were good.. its B

Answer 25

@phi since its not zero were good right?

Answer 26

yes, that was a quick check. if it worked, it would not prove they are inverses (we might have been lucky) but when it does not work, that means the functions are definitely not inverses.