Question

1. reflect △car if c(2,4), a(-2,-6), and r(4,2) over the y - axis.

Explanation:

Step1: Recall reflection rule

When reflecting a point $(x,y)$ over the y - axis, the rule is $(-x,y)$.

Step2: Reflect point C'

For $C'(2,4)$, applying the rule $(-x,y)$, we get $C''(- 2,4)$.

Step3: Reflect point A'

For $A'(-2,-6)$, applying the rule $(-x,y)$, we get $A''(2,-6)$.

Step4: Reflect point R'

For $R'(4,2)$, applying the rule $(-x,y)$, we get $R''(-4,2)$.

Answer:

The new points of the reflected triangle are $C''(-2,4)$, $A''(2,-6)$, $R''(-4,2)$