Question

write the ordered pair for each point on the cartesian plane.

Explanation:

Step1: Recall ordered - pair rule

In a Cartesian plane, an ordered pair is of the form $(x,y)$ where $x$ is the horizontal (x - axis) coordinate and $y$ is the vertical (y - axis) coordinate.

Step2: Find coordinates of point A

For point A, the x - coordinate is 2 and the y - coordinate is 2. So the ordered pair is $(2,2)$.

Step3: Find coordinates of point B

For point B, the x - coordinate is 4 and the y - coordinate is 7. So the ordered pair is $(4,7)$.

Step4: Find coordinates of point C

For point C, the x - coordinate is - 2 and the y - coordinate is - 5. So the ordered pair is $(-2,-5)$.

Step5: Find coordinates of point D

For point D, the x - coordinate is - 2 and the y - coordinate is 1. So the ordered pair is $(-2,1)$.

Step6: Find coordinates of point E

For point E, the x - coordinate is 6 and the y - coordinate is - 1. So the ordered pair is $(6,-1)$.

Answer:

A: $(2,2)$
B: $(4,7)$
C: $(-2,-5)$
D: $(-2,1)$
E: $(6,-1)$