Question

enter the coordinates for the points that are reflected across the line of symmetry.

Explanation:

Step1: Identify line of symmetry

The dashed line is $y = -x$.

Step2: Use reflection rule for $y=-x$

For a point $(a,b)$, reflection is $(-b,-a)$.

Step3: Reflect $(4,1)$

$\text{New point: } (-1,-4)$

Step4: Reflect $(2,1)$

$\text{New point: } (-1,-2)$

Step5: Reflect $(4,-2)$

$\text{New point: } (2,-4)$

Answer:

x	y
-1	-2
2	-4