Select the point [icon]/images/ggb/toolbar/mode_point.png[/icon] tool. Translate the figure using the rule [math]\left(x+3,y+4\right)[/math]. What does this mean you ask? Consider a point such as A, which is at (-6,-1). Apply the rule by adding 3 to the x and adding 4 to the y. This results in (-3,3) for our new A. Make this point, and apply the rule to all of the rest of the points. Click on the polygon [icon]/images/ggb/toolbar/mode_polygon.png[/icon] tool and click all four points you just drew - then click on the first point you clicked again to make a polygon. If it doesn't look identical to the first one (except that it's pink because in my world, images are pink and preimages are brown), your need to try again.
I'm going out on a limb and guessing you did a great job! If not, this message was for someone else, please disregard it.
Good work so far! You are well on your way to becoming a transformations wizard! Ready for your next spell?[br][br][i]Check your answers, then move on to [/i][url=https://www.geogebra.org/book/title/id/2660003#material/2660227]Exploring Reflections 1.[br][br][/url]