Question

question 1 (39 points)
what are the coordinates for
j = (_, _) k = (_, _) l = (_, _)
j = (_, _) k = (_, _) l = (_, _)
each one is multiplied by what to get the scale factor of _ (you can use fraction or decimal)
word bank:
4 14 3 6 6.5 1/2 2 2 7 3 6 0.5 12 4
file explorer

Explanation:

Step1: Determine coordinates

• For point $J$, count the $x$-coordinate (horizontal) and $y$-coordinate (vertical). $x = 4$, $y = 6$. So $J=(4,6)$.
• For point $K$, $x = 12$, $y = 6$. So $K=(12,6)$.
• For point $L$, $x = 4$, $y = 14$. So $L=(4,14)$.
• For point $J'$, $x = 2$, $y = 3$. So $J'=(2,3)$.
• For point $K'$, $x = 6$, $y = 3$. So $K'=(6,3)$.
• For point $L'$, $x = 2$, $y = 7$. So $L'=(2,7)$.

Step2: Calculate scale factor

Take $J=(4,6)$ and $J'=(2,3)$.
For $x$-coordinate: $\frac{2}{4}=0.5$.
For $y$-coordinate: $\frac{3}{6}=0.5$.
So the scale factor is $0.5$.

Answer:

$J=(4,6)$ $K=(12,6)$ $L=(4,14)$ $J'=(2,3)$ $K'=(6,3)$ $L'=(2,7)$ Scale factor: $0.5$