Question

figure h is the result of a transformation on figure g. which transformation would accomplish this?

Explanation:

Step1: Analyze the change in position

Observe the coordinates of corresponding vertices of Figure G and Figure H. The x - coordinates of vertices of Figure G increase by some value and the y - coordinates decrease by some value.

Step2: Determine the translation rule

Let's take a vertex of Figure G, say (1,0). The corresponding vertex in Figure H is (4, - 2). The change in x - coordinate is \(4 - 1=3\) (right - shift) and the change in y - coordinate is \(-2-0 = - 2\) (down - shift).

Answer:

A translation 3 units to the right and 2 units down.