In which quadrant does the point (-5,3) lie? 1st Quadrant 2nd Quadrant 3rd Quadrant 4th Quadrant

Identify Sign of x-coordinate: Identify the sign of the x-coordinate. The x-coordinate of the point (-5,3) is -5, which is less than 0.Identify Sign of y-coordinate: Identify the sign of the y-coordinate. The y-coordinate of the point (-5,3) is 3, which is greater than 0.Determine Quadrant Based on Signs: Determine the quadrant based on the signs of the x and y coordinates. Since the x-coordinate is negative and the y-coordinate is positive, the point lies in the quadrant where x is negative and y is positive.Match Signs to Quadrant: Match the signs of the coordinates to the correct quadrant. The quadrant where x is negative and y is positive is the 2nd Quadrant.

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In which quadrant does the point
(-5,3) lie?
1st Quadrant
2nd Quadrant
3rd Quadrant
4th Quadrant

In which quadrant does the point $(-5,3)$ lie? $\newline$ $1$ st Quadrant $\newline$ $2$ nd Quadrant $\newline$ $3$ rd Quadrant $\newline$ $4$ th Quadrant

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Q. In which quadrant does the point

(-5,3)

lie?

\newline

1

st Quadrant

\newline

2

nd Quadrant

\newline

3

rd Quadrant

\newline

4

th Quadrant

Identify Sign of x-coordinate: Identify the sign of the x-coordinate. $\newline$ The x-coordinate of the point $(-5,3)$ is $-5$ , which is less than $0$ .
Identify Sign of y-coordinate: Identify the sign of the y-coordinate. $\newline$ The y-coordinate of the point $(-5,3)$ is $3$ , which is greater than $0$ .
Determine Quadrant Based on Signs: Determine the quadrant based on the signs of the $x$ and $y$ coordinates. $\newline$ Since the $x$ -coordinate is negative and the $y$ -coordinate is positive, the point lies in the quadrant where $x$ is negative and $y$ is positive.
Match Signs to Quadrant: Match the signs of the coordinates to the correct quadrant. $\newline$ The quadrant where $x$ is negative and $y$ is positive is the $2^{nd}$ Quadrant.