Question

give the coordinates of the image after the given transformation. 1. trapezoid stuv with vertices s(-3, 6), t(0, 7), u(1, 4), and v(-5, 2): (x, y)→(x + 7, y - 9)

Explanation:

Step1: Transform S

For $S(-3,6)$, $x=-3,y = 6$. New $x=-3 + 7=4$, new $y=6-9=-3$.

Step2: Transform T

For $T(0,7)$, new $x=0 + 7=7$, new $y=7-9=-2$.

Step3: Transform U

For $U(1,4)$, new $x=1 + 7=8$, new $y=4-9=-5$.

Step4: Transform V

For $V(-5,2)$, new $x=-5 + 7=2$, new $y=2-9=-7$.

Answer:

$S'(4,-3)$
$T'(7,-2)$
$U'(8,-5)$
$V'(2,-7)$