Someone explain I know the answer Reflect the figure at the right across the y-axis. Then rotate theimage 180° around the origin. Draw the image after eachtransformation. What single transformation could you performon the figure to get the same final image?

Someone explain I know the answer Reflect the figure at the right across the yaxis Then rotate theimage 180 around the origin Draw the image after eachtransform class=

Respuesta :

The single transformation one could per form on the figure to get the final image is a rotation of 270 degrees counterclockwise around the origin.

The original figure cordinates (x,y)

A Reflection of the figure at the right across the y-axis, gives a coordinate(-x, y)

The y axis will remain the same. While the x axis will change sign.

A rotation of 180 degrees around the origin around the origin will have the coordinates (-x, -y)

The x and y axis changes signs.

When we carry out both transformation, the coordinates we get represent a transformation of 270 degrees counterclockwise around the ori