How would you determine which x-values to use when creating a table of values to graph a parabola?

To determine which values of x we would use for creating a graph of a parabola, we need to know where the line of symmetry, or the axis of symmetry is. For that we can use the equation:

y=(x-h)+k, where we know h and k.

From this equation we can see that the line of symmetry is passing trough x=h.

And now we can determine which values do we need to add to h and to subtract from h to get values of x to create the table of values to plot a parabola.

B. False.

Step by step explanation:

We have been given an statement that 'if opposite angles of a quadrilateral are supplementary then the quadrilateral is a parallelogram' and we are asked to determine whether this statement is true or false.

Let us recall parallelogram properties, which says that a quadrilateral is parallelogram if opposite angles of quadrilateral are congruent and two consecutive angles of quadrilateral are supplementary.

Therefore, our given statement is false and option B is the correct choice.