Question

Best answer? Will give medal. I've been looking for an explanation to this question for a while. Anybody know how to get the answer?
Solve the compound inequality. Write solution as a compound inequality.
-4/3 is less than or equal to 1/7 w-3/4<1

Answer 1

1/7<w-3/4<1 this?

Answer 2

can you draw it?, don't exactly get the question!

Answer 3

-4/3 <= 1/7 w - 3/4 <1

Answer 4

\[-4/3 <= 1/7 w - 3/4 <1\]

Answer 5

add 3/4 to every part of inequility,
to
-4/3
to
1/7 w - 3/4
& to
1

Answer 6

-7/12 <= 1/7 w < 1 3/4

Answer 7

?

Answer 8

-4/3 <= 1/7 w - 3/4 <1
\[-4/3 + 3/4<= 1/7 w - 3/4 + 3/4<1+ 3/4\]
what do you get now?

Answer 9

I think you are right! I didn't actually count this!

Answer 10

Yes you are right, !

Answer 11

Yay!

Answer 12

next step, everything times 7.

Answer 13

-4 1/12 <= 1w < 12 1/4

Answer 14

Not sure about the middle part though...

Answer 15

This is right!

Answer 16

Good. :D

Answer 17

What's next?

Answer 18

Nothing is next 1w=w right?
So this is your answer

\[-4 1/12 <= w < 12 1/4\]

unlesss you need to graph it, do you?

Answer 19

"Write solution as a compound inequality."

and you just did!

Answer 20

Oh...

Answer 21

Thank you!

Answer 22

@DelilahRobo, need more help?

Answer 23

Uhm. Write the solution of the inequality in set-builder notation. 2(3p - 11) >= -16

Answer 24

I've never done anything in a set builder notation. Weird, but sorry...! You can make a new question, and tag someone else.

Answer 25

That's okay. Thanks a lot for the help. I have been trying to figure out that first question forever!