(3) Which transformation most likely maps figure \( U V W X Y Z \) onto figure \( U^{\prime} V^{\prime} W^{\prime} X^{\prime} Y^{\prime} Z^{\prime} \) ?
(A) Dilation using \( k=2 \)
(B) Dilation using \( k=\frac{1}{2} \)
(C) Translation usinє \( (x, y) \rightarrow(x+3, y) \)
(D) Translation using \( (x, y) \rightarrow(x, y+3) \)

Answer

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Answer

Confirm that the change in position matches one of the given transformations

Steps

Step 1 ：Check the vertex coordinates for changes to identify transformations

Step 2 ：Assess the position change between corresponding vertices

Step 3 ：Confirm that the change in position matches one of the given transformations