Question

Part 1: Solve |4x-11| < 5. You must show all work.

Part 2: Use complete sentences to describe the graph in words.

Answer 1

when ever solving inequalities with absolute value, you must split it up into solving two separate inequalitites:

4x-11 < 5 AND 4x-11 > -5

can you take it from here to get the solutions?

Answer 2

no.....

Answer 3

with both, add 11 and divide by 4 to both sides, can you do that part?

Answer 4

lol

Answer 5

do i have to use complete sentences?

Answer 6

\[|4x-11| < 5.\]
\[-5<4x-11<5\] add 11
\[6<4x<16\] divide by 4
\[\frac{6}{4}<x<4\]

Answer 7

yes complete sentences
first remove the damned absolute value signs because they get on my last nerve
then add eleven because is annoys me when i just want x
finally divide by 4 because some idiot stuck a 4 in front of my x
done