Question

solve the inequality ( m + 4 < 3 ).

graph the solution set of the inequality.

Explanation:

Step1: Solve the inequality

Given \(m + 4<3\), subtract \(4\) from both sides:
\(m+4 - 4<3 - 4\)
\(m<-1\)

Step2: Graph the solution

Since \(m < - 1\), we use an open circle at \(-1\) (because \(-1\) is not included in the solution set) and draw an arrow to the left (towards the smaller numbers).

Answer:

For the inequality \(m + 4<3\), the solution is \(m<-1\). On the number - line, place an open circle at \(-1\) and draw an arrow to the left.