Question

Which inequality expresses all the solutions to 4 ≤ 8 − 2x < 6?

Answer 1

−3 < x ≤ 2


1 < x ≤ 2


x ≤ − 3 or x ≥ 2


x ≤ 1 or x ≥ 2

Answer 2

Start off by subtracting 8 from both sides what do you get

Answer 3

B

Answer 4

...

Answer 5

4 ≤ − 2x < -2?

Answer 6

Close it should be -4 right?

Answer 7

\[-4 \le -2x < -2\] right

Answer 8

oh i subtracted from the wrong side lol ya

Answer 9

Haha it's cool, ok now we can just divide -2 on both sides but note that when we divide by a negative all the signs flip

Answer 10

\[-2 \ge x < -1\]

Answer 11

like this?

Answer 12

Close, when you divide a negative by a negative it's positive right?

Answer 13

is its 1 not -1?

Answer 14

It should be \[2 \ge x > 1\]

Answer 15

Which should be written as \[1 < x \le 2\]

Answer 16

oh ok

Answer 17

thats what i said

Answer 18

But you gave a direct answer without explaining the process which has no meaning here

Answer 19

ty astro your the best

Answer 20

Anytime