Triangle DEF has vertices with coordinates D(–2, 1), E(1, 5) and F(2, 3). Draw and label triangle DEF on a coordinate plane. Graph paper is available under class resources. Draw the triangle D′E′F′ by translating each vertex of triangle DEF three units to the right and two units down. Appropriately label triangle D′E′F′. Draw the triangle D′′E′′F′′ by translating each vertex of triangle D′E′F′ two units to the left and seven units up. Appropriately label triangle D′′E′′F′′. Describe the movements necessary to perform a single translation of each vertex from triangle DEF to triangle D′′E′′F′′.
Triangle DEF has vertices with coordinates D(–2, 1), E(1, 5) and F(2, 3). Draw and label triangle DEF on a coordinate plane. Draw the triangle D′E′F′ by translating each vertex of triangle DEF three units to the right and two units down. Appropriately label triangle D′E′F′. Draw the triangle D′′E′′F′′ by translating each vertex of triangle D′E′F′ two units to the left and seven units up. Appropriately label triangle D′′E′′F′′. Describe the movements necessary to perform a single translation of each vertex from triangle DEF to triangle D′′E′′F′′.
This will take some time so please if you can wait
of course, thank you so much for helping me
You need to move one unit to the right and five units up Thats what I've got Just translate the DEF triangle into D'E'F and then translate the D'E'F triangle into D"E"F triangle then count how many units to go from DEF into D"E"F
thanks
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