Select the point which lies in the fourth quadrant. (6,2) (2,-4) (-6,-5) (-5,1)

Quadrant Description: In the Cartesian coordinate system, the fourth quadrant is where x is positive and y is negative.Criteria Check: Check each point to determine if it meets the criteria for the fourth quadrant: x > 0 and y < 0.Point (6,2): Point (6,2): x = 6, y = 2. Since y is positive, this point does not lie in the fourth quadrant.Point (2,-4): Point (2,-4): x = 2, y = -4. Since x is positive and y is negative, this point lies in the fourth quadrant.Final Conclusion: There is no need to check the remaining points because we have already found a point that lies in the fourth quadrant.

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Select the point which lies in the fourth quadrant.

(6,2)

(2,-4)

(-6,-5)

(-5,1)

Select the point which lies in the fourth quadrant. $\newline$ $(6,2)$ $\newline$ $(2,-4)$ $\newline$ $(-6,-5)$ $\newline$ $(-5,1)$

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Q. Select the point which lies in the fourth quadrant.

\newline

(6,2)

\newline

(2,-4)

\newline

(-6,-5)

\newline

(-5,1)

Quadrant Description: In the Cartesian coordinate system, the fourth quadrant is where $x$ is positive and $y$ is negative.
Criteria Check: Check each point to determine if it meets the criteria for the fourth quadrant: x > 0 and y < 0.
Point $(6,2)$ : Point $(6,2)$ : $x = 6$ , $y = 2$ . Since $y$ is positive, this point does not lie in the fourth quadrant.
Point $(2,-4)$ : Point $(2,-4)$ : $x = 2$ , $y = -4$ . Since $x$ is positive and $y$ is negative, this point lies in the fourth quadrant.
Final Conclusion: There is no need to check the remaining points because we have already found a point that lies in the fourth quadrant.