Question

determine a series of transformations that would map figure h onto figure i. press \try\ to test a transformation or sequence of transformations. figure i figure h a followed by a

Explanation:

Step1: Analyze vertical movement

Notice that the y - coordinates of the vertices of Figure H need to be increased by 14 to match those of Figure I. So, a translation 14 units up is the first step.
Let \((x,y)\) be a point on Figure H. After translation 14 units up, the new point is \((x,y + 14)\).

Step2: Analyze horizontal movement

After the vertical translation, we observe that the x - coordinates of the vertices of the translated Figure H need to be decreased by 4 to match those of Figure I. So, a translation 4 units left is the second step.
If the point after the first - step translation is \((x,y + 14)\), after translation 4 units left, the new point is \((x-4,y + 14)\).

Answer:

A translation 14 units up followed by a translation 4 units left.