Question

look at the coordinates of the triangles. what do you notice? each? of △abc is 3? the corresponding? of △abc.

Explanation:

Step1: Analyze the x - coordinates of corresponding points

For point \(A(-2,3)\) and \(A'(1,3)\), \(1-(-2)=3\). For point \(B(0,4)\) and \(B'(3,4)\), \(3 - 0=3\). For point \(C(1,1)\) and \(C'(4,1)\), \(4 - 1=3\).

Step2: Analyze the y - coordinates of corresponding points

The y - coordinates of \(A\) and \(A'\) are both \(3\), the y - coordinates of \(B\) and \(B'\) are both \(4\), and the y - coordinates of \(C\) and \(C'\) are both \(1\).

Answer:

Each vertex of \(\triangle A'B'C'\) is \(3\) units to the right of the corresponding vertex of \(\triangle ABC\).