Question

|3x-2|+4 < (less than or equal to) 7
1/2|x+2|>6

can you please answer these with a guide/steps through it? i'm doing a study guide and need a little help

Answer 1

wat do u have to do here?

Answer 2

and r those separate equality

Answer 3

?

Answer 4

solve the inequality, and then i can graph the solution on my own

Answer 5

yes

Answer 6

ok

Answer 7

\[|3x-2|+4\le7\]\[|3x-2|+4-4\le 7-4\]\[|3x-2|\le7-4\]\[|3x-2|\le3\]\[(3X-2)\le \pm 3\]

Answer 8

\[3x-2 \le 3\]\[3x-2+2 \le 3+2\]\[3x \le 5\]\[x \le 5/3\]

Answer 9

and \[3x-2 \le -3\]\[3x-2+2 \le -3+2\]\[3x \le -1\]\[x \le -1/3\]

Answer 10

thank you so much!! this helps a lot

Answer 11

ok for the 2nd inequality you can start by dividing both sides by 1/2...since 1/2 is being multiply to the absolute sign...

Answer 12

u will have
|x+2|>12
and the steps are like the first inequality

Answer 13

ahh okay, i see. thank you

Answer 14

welcome