Question

Which inequalities would have an open circle when graphed? Check all that apply. T Less-than-or-equal-to 25 -2. 5 Less-than-or-equal-to m x > 5. 4 One-half less-than x x > 0.

Answer 1

The inequalities would have an open circle when graphed are as follows;

The inequality shows that it does not contain boundary point 5.

        $\rm x>5.4$

The inequality shows that it does not contain the boundary point 1/2.

        $\rm \dfrac{1}{2}>x$

The inequality shows that it does not contain the boundary point 0.

        $\rm x>0$

What is a circle?

A round plane figure whose boundary (the circumference) consists of points equidistant from a fixed point (the center):

The graph will have an open circle only if it has the symbol < or > because it indicates that the boundary is not included.

• The inequality shows that it does not contain boundary point 5.

        $\rm x>5.4$

• The inequality shows that it does not contain the boundary point 1/2.

        $\rm \dfrac{1}{2}>x$

• The inequality shows that it does not contain the boundary point 0.

        $\rm x>0$

To know more about circles click the link given below.

brainly.com/question/11833983