A sequence of translations maps ∆ GHI to ∆ G’H’I’.
• ∆ GHI has vertices at G (8,2), H (13,2), and I (2,10) • The coordinates of G’ are (1,3) What are the coordinates of H’ and I’ ?
When translating from G (8,2) to G’ (1,3), there is
 a change in the xcoordinate of +7  a change in the ycoordinate of 5 Translate from H to H’ and from I to I’, with the same changes. If H is (13,2), then H’ will be (20,3) If I is (2,10), then I’ will be (5,5) {added 7 to the xcoordinates and subtracted 5 from the ycoordinates} H’ = (20,3) I’ = (5,5) Ask Algebra House Comments are closed.

Geometry State Test Practice Archives
November 2019
