How do you solve #m/4+2<3# and graph the solution?
1 Answer
Dec 20, 2016
Explanation:
The first thing to do is ' eliminate' the fraction by multiplying ALL terms on both sides of the inequality by 4
#cancel(4)^1xxm/cancel(4)^1+(4xx2)<(4xx3)#
#rArrm+8<12larr" no fraction"# subtract 8 from both sides.
#mcancel(+8)cancel(-8)<12-8#
#rArrm<4" is the solution"# The solution can be shown on a number line, by placing an
#color(blue)"open circle"# ◯ at 4 to indicate that x ≠ 4 with an 'arrow head' on a line going to the left from 4.