Question

1. what will the coordinates of triangle rst be after it is translated 4 units right and 3 units up? type your answer in as a coordinate pair (x,y) for each point. enter your answer and also provide a 1 sentence explanation that describes how you determined your answer.

Explanation:

Step1: Identify original coordinates

From the graph: $R(-4,2)$, $S(2,5)$, $T(-4,-4)$

Step2: Apply translation rule

Add 4 to x-coordinate, add 3 to y-coordinate.
$R': (-4+4, 2+3)=(0,5)$
$S': (2+4,5+3)=(6,8)$
$T': (-4+4,-4+3)=(0,-1)$

Each original coordinate was translated by adding 4 to the x-value (right 4 units) and 3 to the y-value (up 3 units).

Answer:

$R'(0,5)$, $S'(6,8)$, $T'(0,-1)$