Question 241600
The way I approach it is to disassemble it, then put it back together
{{{(3/5)*abs(3x+2) +5 = y}}}
I'll disregard the {{{5}}} and the {{{3/5}}} for now
{{{abs(3x+2) = y}}}
y can never be negative
When {{{x = -(2/3)}}}, {{{y = 0}}}
I'll plot it
 {{{ graph( 400, 400, -4, 4, -4, 4, abs(3x+2)) }}}
Now I'll factor in the {{{3/5}}}, and plot that
 {{{ graph( 400, 400, -4, 4, -4, 4,  (3/5)*abs(3x+2)) }}}
The plot is spread out, since {{{y}}} is now less for every {{{x}}}
Now I'll add {{{5}}} to the last plot
 {{{ graph( 400, 400, -4, 4, -2, 8, (3/5)*abs(3x+2 ) + 5) }}}
Since there are 2 variables, the solution is the plot
Do you want inequalities? You can get those from the plot, too