Question

Which graph represents the solution set for the following compound inequality?

7 > −2x + 3 ≥ − 7

Answer 1

OOOPPSSSS

Answer 2

! SECOND PLEASE

Answer 3

there u go sorry bout that

Answer 4

\[7>2x+3\ge-7 \]subtract three from both sides \[4>2x \ge-10\] divide each side by 2\[2>x \ge-5\] so now look at the graphs which graph has -5 colored and 2 left open?

Answer 5

A.

Answer 6

wait what...?

Answer 7

hang on that was my mistake

Answer 8

what??? I'm really confused now

Answer 9

\[4>-2x \ge-10\] divide by -2 \[-2<x \le5\]

Answer 10

sorry thats nt true

Answer 11

the signs don't flip?

Answer 12

when u multply inequilty with negative sign ... the equility sign flips automatically keep it in mind

Answer 13

well go on @baseballer2014 u r going well

Answer 14

so the answer would be B.

Answer 15

hey its not B

Answer 16

omg...

Answer 17

im extremley confused

Answer 18

@baseballer2014 is going gd .. he did the corect one

Answer 19

Mike the answer is B based on my work

Answer 20

sorry @MikeZack123 is B

Answer 21

but its B?

Answer 22

yes it is B

Answer 23

@inkyvoyd