QUESTION IMAGE
Question
in the similarity transformation of \\(\delta abc\\) to \\(\delta fed\\), \\(\delta abc\\) was dilated by a scale factor of \\(\frac{1}{2}\\), reflected across the \\(y\\)-axis, and moved through the translation ? .
- \\((x+1, y+1)\\)
- \\((x+2, y-1)\\)
- \\((x+0, y+1)\\)
- \\((x+1, y-1)\\)
Identify original coordinates
Find coordinates of \(\triangle ABC\) from the graph.
$$
A = (-8, 2),\quad B = (-4, 4),\quad C = (-2, 2)
$$
Apply coordinate dilation
Using the Coordinate Dilation knowledge point
$$
LATEXBLOCK0
$$
Apply coordinate reflection
Using the Coordinate Reflection knowledge point
$$
LATEXBLOCK1
$$
Determine coordinate translation
Using the Coordinate Translation and Composite Transformations knowledge points
$$
LATEXBLOCK2
$$
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- (A) \((x+1, y+1)\)
- (B) \((x+2, y-1)\)
- (C) \((x+0, y+1)\)
- (D) \((x+1, y-1)\) (Correct answer)