Question

Choose the correct description of the graph of the compound inequality

x - 2 > -10 and 2x <(with line under) 12

Answer 1

Do you have a screenshot I can look at so I can take a look at your answer choices?

Answer 2

\[x - 2 > -10 \quad and \quad 2x \le 12\]
First solve for x in both equations.
\[x - 2 > -10\]Add 2 to both sides.\[x > -8\]
\[2x \le 12\]Divide both sides by 2.\[x \le 6\]

Answer 3

A number line with an open circle on -6, shading to the left, and a closed circle on 9, shading to the right.

A number line with a closed circle on -6, shading to the left, and an open circle on 9, shading to the right.

A number line with an open circle on -6, a closed circle on 9, and shading in between.

A number line with a closed circle on -6, an open circle on 9, and shading in between.

Answer 4

@RobZBHayes

Answer 5

So to graph remember:

Less/Greater than(< or >)... Open circle.
Less/Greater than EQUAL to (<= or >=)... Closed circle

Less than (< or <=)... Shading to the left.
Greater than (> or >=)... Shading to the Right.

Answer 6

Yea i know that but idk how to solve the equation