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2. Martin graphed a shape. He then applied the transformation (x, y) - (2x, 2y+ 3). Is the new shape congruent to the original shape? Why or why not? no, because the shape was dilated and reflected De no, because the shape was dilated and translated yes, because the shape was rotated and reflected yes, because the shape was rotated and translated CLEAR ALL ㅇ

2. Martin graphed a shape. He then applied the transformation (x, y) - (2x, 2y+ 3). Is the new shape congruent to the original shape? Why or why not? no, because the shape was dilated and reflected De no, because the shape was dilated and translated yes, because the shape was rotated and reflected yes, because the shape was rotated and translated CLEAR ALL ㅇ

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Go Grade Math CBA #3 2020-2021 Q Q ZOOM O ADD NOTE O QUESTION GUIDE COLOR THEME Il I 04 SPEAK OPTIONS D4 2. Martin graphed a shape. He then applied the transformation (x, y) - (2x, 2y+ 3). Is the new shape congruent to the original shape? Why or why not? no. because the shape was dilated and reflected no, because the shape was dilated and translated yes, because the shape was rotated and reflected yes, because the shape was rotated and translated CLEAR ALL ( PREVIOUS O4 NEXT > REVIEW & SUBMI OvI 10: esc %23 %2$ 9% 4. 6. ba y u { d. g j k in alt alt ctrl +
Transcribed Image Text:Go Grade Math CBA #3 2020-2021 Q Q ZOOM O ADD NOTE O QUESTION GUIDE COLOR THEME Il I 04 SPEAK OPTIONS D4 2. Martin graphed a shape. He then applied the transformation (x, y) - (2x, 2y+ 3). Is the new shape congruent to the original shape? Why or why not? no. because the shape was dilated and reflected no, because the shape was dilated and translated yes, because the shape was rotated and reflected yes, because the shape was rotated and translated CLEAR ALL ( PREVIOUS O4 NEXT > REVIEW & SUBMI OvI 10: esc %23 %2$ 9% 4. 6. ba y u { d. g j k in alt alt ctrl +
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