On the coordinate plane, a point with a positive -coordinate and a positive -coordinate lies in the upper right quadrant - Quadrant I.

On the coordinate plane, a point with a negative -coordinate and a positive -coordinate lies in the upper left quadrant - Quadrant II.

On the coordinate plane, a point with 0 as one of its coordinates lies on an axis.

The x-coordinate is the first one listed, and the y-coordinate is the second coordinate in the parentheses. You have to go either left or right with the x-coordinate, and the y-coordinate is the one on the vertical axis.

The point shown is in the IV quadrant, which means that the x-coordinate is positive, and the y-coordinate is negative.

The only point that fulfills those standards is .

The ordered pair consists of a positive -coordinate and a positive -coordinate. The only quadrant that consists entirely of positive - and -coordinates is Quadrant I.

By definition, quadrant I has positive coordinates, quadrant II has coordinates, quadrant III has negative coordinates, and quadrant IV has coordinates, as shown by the diagram below. Only one answer choice falls within quadrant II. All others lie in other coordinates or one of the axes.

- Quadrant II

- Quadrant I

- x-axis

- y-axis

- Quadrant III

The scale on the graph is unit. You have to go to the left of zero, which means the x-coordinate is negative. You also have to go down, so the y-coordinate is negative. The correct coordinates that make up the line segment are .

By definition, only Quadrant III contains ordered pairs that have both negative - and -coordinates.

To discover the answer, we must plug in the x-values to see which ordered pair results in the corresponding y-value.

If and have the same sign, then , and the point has a positive -coordinate. The sign of is the same as the common sign of and . Therefore, only the -coordinate restricts the possibilities.

The points witn positive -coordinates are in Quadrant I and Quadrant IV.