Question

arrastre un par de coordenadas para indicar la ubicación de cada punto nombrado en el triángulo. (4,8) (8,4) (8,2) (2,3) (3,2) (2,8)

Explanation:

Step1: Locate point A

On the coordinate plane, for point A, we look at the x - coordinate (horizontal axis) and y - coordinate (vertical axis). The x - coordinate of point A is 2 (move 2 units to the right from the origin) and the y - coordinate is 8 (move 8 units up). So the coordinates of point A are \((2,8)\).

Step2: Locate point B

For point B, the x - coordinate is 4 (move 4 units to the right from the origin) and the y - coordinate is 8 (move 8 units up). So the coordinates of point B are \((4,8)\).

Step3: Locate point C

For point C, the x - coordinate is 3 (move 3 units to the right from the origin) and the y - coordinate is 2 (move 2 units up). So the coordinates of point C are \((3,2)\).

Answer:

A: \((2,8)\), B: \((4,8)\), C: \((3,2)\)