Geometry
posted by Diamond on .
Write the translation that maps P(4, 2) onto the point P ' (1, 1)?
What are the coordinates of the reflection of the point (5,1) over the line y = x?
The coordinate notation for reflection over the yaxis is ?.
If a translation has a coordinate notation of (x, y) >(x + 1, y –3),
then what is the image of (5, 7)
(3, 4) is reflected over the y = 0, what is the image?
(3, 4) is reflected over the x = 2, what is the image?
If a translation has a coordinate notation of (x, y) à(x  3, y + 5), then the figure will move

P(x,y) > P'(x+3,y3)
reflection over y=x is (x,y) > (y,x)
reflection over the yaxis is (x,y) > (x,y)
reflection over the xaxis is (x,y) > (x,y)
and so on. Where do you get stuck?