Question

3|x - 3| + 2 = 14

Answer 1

No solutions
x = -1, x = 8.3
x = 0, x = 7
x = -1, x = 7

Answer 2

@experimentX

Answer 3

|x-3| = ??
square both sides and get your answer ... also check your values if it satisfies equation or not.

Answer 4

first -2 and divide by 3
next write the 2 equations and solve
remember the absolute value means only use the positive value

Answer 5

\[3\left| x-3 \right|+2=14\]
Subtract 2 from both sides

\[3\left|x-3\right|=12\]
Divide both sides by 3
\[\left| x-3 \right|=12\]
Then solve like a normal equation
\[x-3=12~~and~-x+3=-12\]

Can you do it from here?

Answer 6

is it -1 and 7

Answer 7

Oh whoops i made a mistake i forgot to divide the 12 by 3 that should be like this \[\left| x-3 \right|=4\]
then solve like a normal equation
\[x-3=4 ~~and ~-x+3=-4\]

So yes you would have x=7