Question

introducción al plano de coordenadas - articulo 0500
arrastre un par de coordenadas para indicar la ubicación de cada punto nombrado en el triángulo.
(4,8) (8,2) (8,4) (2,8) (3,2) (2,3)

Explanation:

Step1: Locate point A

In a coordinate system, the \(x\) - coordinate is the horizontal value and the \(y\) - coordinate is the vertical value. For point \(A\), we move 2 units to the right along the \(x\) - axis and 8 units up along the \(y\) - axis. So the coordinates of \(A\) are \((2,8)\).

Step2: Locate point B

For point \(B\), we move 4 units to the right along the \(x\) - axis and 8 units up along the \(y\) - axis. So the coordinates of \(B\) are \((4,8)\).

Step3: Locate point C

For point \(C\), we move 3 units to the right along the \(x\) - axis and 2 units up along the \(y\) - axis. So the coordinates of \(C\) are \((3,2)\).

Answer:

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