Question

c( _, _ ) d( _, _ ) (coordinate grid with axes, points c and d marked)

Explanation:

Step1: Determine coordinates of C

To find the coordinates of point C, we look at its position on the x - axis and y - axis. For the x - coordinate, we count the number of units to the left of the origin (since it's negative). Point C is 5 units to the left of the origin on the x - axis, so the x - coordinate is - 5. For the y - coordinate, we count the number of units down from the origin (since it's negative). Point C is 4 units down from the origin on the y - axis, so the y - coordinate is - 4. So the coordinates of C are $(-5,-4)$.

Step2: Determine coordinates of D

To find the coordinates of point D, we look at its position on the x - axis and y - axis. For the x - coordinate, we count the number of units to the right of the origin. Point D is 2 units to the right of the origin on the x - axis, so the x - coordinate is 2. For the y - coordinate, we count the number of units down from the origin (since it's negative). Point D is 2 units down from the origin on the y - axis, so the y - coordinate is - 2. So the coordinates of D are $(2,-2)$.

Answer:

C$(-5,-4)$, D$(2,-2)$