Write a static method `closerDistance`

that takes two pairs of integers, `x1`

and `y1`

and `x2`

and `y2`

, representing two ordered pairs `(x1, y1)`

and `(x2, y2)`

on an x-y plane. Your method should calculate each pair?s the distance from the origin `(0, 0)`

and return the closer of the two distances as a real number. If the two points are the same distance from the origin, you may return either of the two distances, since they are equal.

For example, the point `(12, 5)`

has a distance of 13.0 from the origin, and the point `(9, 9)`

has a distance of 12.727922061357855 from the origin, so a call to `closerDistance(12, 5, 9, 9)`

would return 12.727922061357855. Notice your method should not do any rounding.

Recall that the formula to find the distance between a point (x, y) and the origin is equal to the square root of (x^{2} + y^{2}).