Question

3 - 3: technology_mixed review_p8 (lms graded)
part 1 of 2
use the graph and the translation $(x,y)\to(x + 2,y$ answer parts a and b below.
a. enter the image of each vertex as an ordered pa
$r\to r$ (type an ordered pair)
$s\to s$ (type an ordered pair)
$t\to t$ (3,2) (type an ordered pair)
$v\to v$ (type an ordered pair)
help me solve this view an examp

Explanation:

Step1: Find the coordinates of original vertices

From the graph, \(R=(2,1)\), \(S=(1, - 1)\), \(V=(0,1)\)

Step2: Apply the translation rule \((x,y)\to(x + 2,y)\)

For \(R=(2,1)\):
\(x=2,y = 1\), after translation \(x'=2 + 2=4,y'=1\), so \(R'=(4,1)\)
For \(S=(1,-1)\):
\(x = 1,y=-1\), after translation \(x'=1+2=3,y'=-1\), so \(S'=(3,-1)\)
For \(V=(0,1)\):
\(x = 0,y = 1\), after translation \(x'=0 + 2=2,y'=1\), so \(V'=(2,1)\)

Answer:

\(R'=(4,1)\)
\(S'=(3,-1)\)
\(V'=(2,1)\)