Question

Show the work to solve |3x - 2| < 7
Describe the graph of the solution in words

Answer 1

just like last one

Answer 2

one compound inequality
\[-7<3x-2<7\] add 2 and divide by 3 to get your answer

Answer 3

-7 < 3x - 2 < 7
-5 < 3x < 9
-5/3 < x < 3\[x \in (-5/3, 3)\]

Answer 4

\[-5<3x<9\]
then what abtrehearn said

Answer 5

How do i describe that in words?

Answer 6

the graph*

Answer 7

The solution set is all real numbers between
-5/2 and 3.

Answer 8

The graph on the real number line is a line segment starting at -5/3 and ending at 3, and its ends are closed off by parentheses to denote exclusion of endpoints from solution set.

Answer 9

Can you help with this?
Give a unique example of each:

1. An absolute value equation with two solutions
2. An absolute value equation with one solution
3. An absolute value equation with no solutions

Answer 10

1. 2|3x + 8| + 3 = 7
2, |5x + 6| = 0
3. |71 x + 17| = -29