Question

question 1 - 2
triangle ijk is shifted to the right 4 units.
what are the coordinates of ijk?
i(
)
j(
)
k(
)

Explanation:

Step1: Determine original coordinates

By observing the graph, we can see that the coordinates of point $I$ are $(4,1)$, the coordinates of point $J$ are $(1, - 3)$, and the coordinates of point $K$ are $(-1,4)$.

Step2: Apply the translation rule

When a point $(x,y)$ is shifted to the right by $4$ units, the new - $x$ coordinate is $x + 4$ and the $y$ - coordinate remains the same.
For point $I(4,1)$:
The new $x$ - coordinate is $4 + 4=8$, and the $y$ - coordinate is $1$. So, $I'(8,1)$.
For point $J(1,-3)$:
The new $x$ - coordinate is $1 + 4 = 5$, and the $y$ - coordinate is $-3$. So, $J'(5,-3)$.
For point $K(-1,4)$:
The new $x$ - coordinate is $-1+4 = 3$, and the $y$ - coordinate is $4$. So, $K'(3,4)$.

Answer:

$I'(8,1)$
$J'(5,-3)$
$K'(3,4)$