Which of the following is not an equivalent form of the compound inequality x - 1 14 a number line with an open circle on -10, an open circle on 2, and shading in between x 2 a number line with an open circle on -10, shading to the left, and an open circle on 2, shading to the right x 2 or x

Question

Which of the following is not an equivalent form of the compound inequality x - 1 < - 11 or x + 12 > 14 a number line with an open circle on -10, an open circle on 2, and shading in between x < -10 or x > 2 a number line with an open circle on -10, shading to the left, and an open circle on 2, shading to the right x > 2 or x <-10

anonymous · Answer

if you treat your original equations like an equality (ie move the numerical terms across the greater/less than sign) and solve directly for x, you'll be able to match the form of one of the answers

anonymous · Answer

math is like gibberish to me. so i dont understand the question or your explaination

anonymous · Answer

bummer.  i'll solve one for you and draw it on a number line to see if it starts making sense.
$$x-1<-11$$
$$x<-10$$

This means that x can take on any value less than (not including) -10
Drawn on a number line would look like this:
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