Question 339987
{{{abs(4x + 3/5) <= 3}}}
{{{abs(4x) + abs(3/5) <= 3}}}
Since {{{abs(3/5) = 3/5}}}
{{{abs(4x) <= 3 - 3/5}}}
{{{abs(4x) <= 12/5}}}
From this I can see that if {{{x <= 3/5}}}
or {{{x >= -3/5}}}, the inequality is true
{{{-3/5 <= x <= 3/5}}} answer