Write an equation that states \((x,y)\) is the same distance from \((4,1)\) as it is from the \(x\)-axis.

Select all equations that describe the parabola with its focus \((\text- 1,\text- 7)\) and with \(y=3\) as its directrix.

Parabola A and parabola B both have the \(x\)-axis as the directrix. Parabola A has its focus at \((3,2)\) and parabola B has its focus at \((5,4)\). Select all true statements.

A parabola has its focus as \((5,1)\), and \(y = \text{-}3\) as its directrix. Where is the parabola’s vertex?