Question

Damian dilates PQR shown on the coordinate grid with a scale factor of 0.5 centered at the origin. then he translate the 1 unit up and 3 units to the right to from P' Q' R' what are the coordinates of the vertices P' Q' R'​

Answer 1

Answer:

P$\begin{matrix}'\\i\\\end{matrix}$(0.3) Q':(4,5) R$\begin{matrix}'\\:\\\end{matrix}$(4,-1)

Step-by-step explanation:

$P\left(-6,4\right)\ \ \ \ \ Q\left(2,8\right),R\left(2,-4\right)$

$1.\ a\ scale\ factor\ of\ 05\ centered\ at\ 0.$

$P\left(-6,4\right)\rightarrow$$P_1\left(-3,2\right)\ \ \ \ \ Q$$\left(2,8\right)\rightarrow$$Q_1\left(1,4\right)$

$R\left(2,-4\right) > R_1\left(1,-2\right)$

$2.\ I\ unit\ np.\ 3\ units\ rign\ t.$

$the\ y\ plus\ 1,\ x\ plus\ 3$

$P_1\left(-3,2\right)$$\rightarrow$$P^'$$\left(0,3\right)$

$Q_1$$\left(1,4\right)$$\rightarrow$$Q^'$$\left(4,5\right)$

$R_1\left(1,-2\right)\rightarrow$$R^'$$\left(4,-1\right)$

$So\ the\ final\ coordinates\ of$Δ$P'Q'R'$

$are\ above.$

I hope this helps you

:)