Find the new position of the given point using 2 → , 4 ↓ .

Given: A translation is a transformation that moves every point of a figure or space by the same distance in a given direction. Translational symmetry is when something has undergone a movement, a shift or a slide, in a specified direction through a specified distance without any rotation or reflection. Pre-image A moved 2 units to right and then 4 units downward. It is denoted by 2 → , 4 ↓ . Hence, this is the new position of the point using the translation given.

Find the new position of the given point using 3 ← , 5 ↓ .

Given: A translation is a transformation that moves every point of a figure or space by the same distance in a given direction. Translational symmetry is when something has undergone a movement, a shift or a slide, in a specified direction through a specified distance without any rotation or reflection. Point T in pre-image is moved 3 units to left and then 5 units downward. It is denoted by 3 ← , 5 ↓ . Hence, T ' is the new position of the point using the translation given.

Find the new position of the given point using 4 → , 3 ↑

Given: A translation is a transformation that moves every point of a figure or space by the same distance in a given direction. Translational symmetry is when something has undergone a movement, a shift or a slide, in a specified direction through a specified distance without any rotation or reflection. Point S in the pre-image is moved 4 units to right and then 3 units upward. It is denoted by 4 → , 3 ↑ . Hence, the new position of the point using the translation is S ' .