Question

spiral review reflect the triangle across the y - axis and draw the image. use the polygon tool to draw the image. show hints polygon undo redo reset

Explanation:

Step1: Recall reflection rule

The rule for reflecting a point $(x,y)$ across the $y -$axis is $(-x,y)$.

Step2: Identify original points

Let the vertices of the triangle be $A(-6,6)$, $B(-4,8)$ and $C(-6,2)$.

Step3: Apply reflection rule

For point $A(-6,6)$, the reflected point $A'$ is $(6,6)$; for point $B(-4,8)$, the reflected point $B'$ is $(4,8)$; for point $C(-6,2)$, the reflected point $C'$ is $(6,2)$.

Step4: Draw the new triangle

Use the Polygon Tool to draw a triangle with vertices $A'(6,6)$, $B'(4,8)$ and $C'(6,2)$.

Answer:

Draw a triangle with vertices $(6,6)$, $(4,8)$ and $(6,2)$ using the Polygon Tool.