Select the point which lies in the second quadrant. (6,-2) (-2,2) (-1,-8) (2,5)

Understand Second Quadrant: Understand the properties of the second quadrant. In the Cartesian coordinate system, the second quadrant is where the x-coordinate is negative and the y-coordinate is positive.Evaluate First Point: Evaluate the coordinates of the first point (6,-2). The x-coordinate is positive and the y-coordinate is negative, so this point does not lie in the second quadrant.Evaluate Second Point: Evaluate the coordinates of the second point (-2,2). The x-coordinate is negative and the y-coordinate is positive, which fits the criteria for the second quadrant.Point in Second Quadrant: Since we have found a point that lies in the second quadrant, there is no need to evaluate the remaining points.

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Select the point which lies in the second quadrant.

(6,-2)

(-2,2)

(-1,-8)

(2,5)

Select the point which lies in the second quadrant. $\newline$ $(6,-2)$ $\newline$ $(-2,2)$ $\newline$ $(-1,-8)$ $\newline$ $(2,5)$

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

\newline

(6,-2)

\newline

(-2,2)

\newline

(-1,-8)

\newline

(2,5)

Understand Second Quadrant: Understand the properties of the second quadrant. $\newline$ In the Cartesian coordinate system, the second quadrant is where the $x$ -coordinate is negative and the $y$ -coordinate is positive.
Evaluate First Point: Evaluate the coordinates of the first point $(6,-2)$ . $\newline$ The $x$ -coordinate is positive and the $y$ -coordinate is negative, so this point does not lie in the second quadrant.
Evaluate Second Point: Evaluate the coordinates of the second point $(-2,2)$ . $\newline$ The $x$ -coordinate is negative and the $y$ -coordinate is positive, which fits the criteria for the second quadrant.
Point in Second Quadrant: Since we have found a point that lies in the second quadrant, there is no need to evaluate the remaining points.