Which quadrant corresponds to x < 0 and y < 0?

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Multiple Choice

Which quadrant corresponds to x < 0 and y < 0?

Explanation:
In the Cartesian plane, each quadrant is determined by the signs of x and y. If x is negative, you’re left of the vertical axis; if y is negative, you’re below the horizontal axis. Having both x and y negative places you in the bottom-left part of the plane, which is the third quadrant. In that region both coordinates are negative. The other regions correspond to the other sign patterns: positive x and y for the top-right, negative x and positive y for the top-left, and positive x and negative y for the bottom-right. So x < 0 and y < 0 points to the bottom-left quadrant.

In the Cartesian plane, each quadrant is determined by the signs of x and y. If x is negative, you’re left of the vertical axis; if y is negative, you’re below the horizontal axis. Having both x and y negative places you in the bottom-left part of the plane, which is the third quadrant. In that region both coordinates are negative. The other regions correspond to the other sign patterns: positive x and y for the top-right, negative x and positive y for the top-left, and positive x and negative y for the bottom-right. So x < 0 and y < 0 points to the bottom-left quadrant.

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