What is the solution to this inequality x < _ + 3 - 7 12 X/12+ 3 less than or equals to 7

Question

asked Sep 28, 2019 61.6k views

1 Answer

Kostyantyn · Answer 1 · 2019-10-03T08:13:37+0000

The given inequality is ,

$(x)/(12) +3\leq 7$ .

To solve the inequality we need to isolate x. So, first step is to remove +3 from the left side. Hence, subtract 3 from each sides. Therefore,

$(x)/(12) +3-3\leq 7-3$

$(x)/(12)\leq 4$

$(x)/(12)*12\leq 4*12$ Multiply 12 from each sides to isolate x.

$x\leq 48$

So, the solution of the given inequality is
$x\leq 48$ .