Respuesta :

roohafzah

Answer :

  • (-4,-6)

Explanation :

quadrant l = top right ( +,+)

quadrant ll = top left (-,+)

quadrant lll = bottom left (-,-)

quadrant lV = bottom right (+,-)

an ordered pair describes the position of a point on the co-ordinate plane in the form of (x,y)

the ordered pairs that best describe the points plotted in each quadrant are

  • quadrant l = (4,6)
  • quadrant ll = (-4,6)
  • quadrant lll = (-4,-6)
  • quadrant lV = (4,-6

msm555

Answer:

(-4,-6)

Step-by-step explanation:

Let's summarize and explain the location of each ordered pair on the coordinate plane:

(4,6)

This point is located in Quadrant I because both the x-coordinate (4) and y-coordinate (6) are positive.

(-4,6)

This point is located in Quadrant II because the x-coordinate (-4) is negative and the y-coordinate (6) is positive.

(4,-6)

This point is located in Quadrant IV because the x-coordinate (4) is positive and the y-coordinate (-6) is negative.

(-4,-6)

This point is located in Quadrant III because both the x-coordinate (-4) and y-coordinate (-6) are negative.

Therefore, among the given ordered pairs, [tex] \boxed{(-4, -6)} [/tex] best describes the point plotted in Quadrant III, where both the x and y coordinates are negative.

Understanding the signs of x and y coordinates helps determine the quadrant in which a point is situated on the coordinate plane:

  • Quadrant I: (+, +)
  • Quadrant II: (-, +)
  • Quadrant III: (-, -)
  • Quadrant IV: (+, -)

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