Mathematics, 16.12.2020 02:30 paolacorazza
Part A: Under a dilation of scale factor-centered at (7:5). SM becomes HG. Determine
the coordinates of HG and sketch HG on the graph.
Part B: Under o dilation of scale factor 2 centered at the origin. SM becomes TP.
Determine the coordinates of TP and sketch TP on the graph.
Part C: Under a dilation of scale factor - centered at (-4,-6), SM becomes CB. Determine
the coordinates of C8 and sketch CB on the graph
Answers: 3
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Part A: Under a dilation of scale factor-centered at (7:5). SM becomes HG. Determine
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