Question: User: 49.
The triangle has coordinates $(-6,4)$, $(-5,2)$ and $(-1,2)$.
Draw the reflection in the line $y = x$.
1. **Problem Statement:**
We are given a triangle with vertices at $(-6,4)$, $(-5,2)$, and $(-1,2)$.
We need to find the reflection of this triangle across the line $y = x$.
2. **Reflection Rule:**
The reflection of a point $(a,b)$ across the line $y = x$ is the point $(b,a)$.
3. **Apply the Reflection:**
- Reflect $(-6,4)$: becomes $(4,-6)$
- Reflect $(-5,2)$: becomes $(2,-5)$
- Reflect $(-1,2)$: becomes $(2,-1)$
4. **Result:**
The reflected triangle has vertices at $(4,-6)$, $(2,-5)$, and $(2,-1)$.
This completes the reflection of the triangle across the line $y = x$.