is reflected using the transformation function ( , ) to form , then where is ?
Transform each point according to the transformation function. For
this would be: ( , ) so becomes .
Name a sequence of at least two rigid transformations that will take
back on to .
Use the eTool to explore various transformations for part (b).
Click on the link at the right for the full eTool version: INT1 6-19 HW eTool