Question

consider the following inequality.

( x + 3 geq 6 )

step 1 of 2: graph the solution to the given inequality.

answer
(you to enter your answer before you are finished.)

(buttons will create an interval with the indicated endpoint type. the interval is graphed by moving the endpoints to the desired values. to remove graphed intervals, use the clear button. to create infinity or negative infinity, drag an open end point to the end of the number line.)

(number line from -10 to 10 with intervals and endpoints options below)

Explanation:

Step1: Solve the inequality

Subtract 3 from both sides of \(x + 3>6\).
\(x+3 - 3>6 - 3\)
\(x>3\)

Step2: Graph the solution

On the number - line, we have an open circle at \(x = 3\) (because \(x\) is not equal to 3) and an arrow pointing to the right (since \(x\) is greater than 3).

Answer:

Open circle at \(3\) and arrow to the right.