Question
Dana was dilating a polygon on a coordinate grid using the origin as the center of the dilation. He wanted to make a polygon that is larger than the original polygon. Which of the following could be the algebraic representation of the enlargement?
Select THREE correct answers.
Dana was dilating a polygon on a coordinate grid using the origin as the center of the dilation. He wanted to make a polygon that is larger than the original polygon. Which of the following could be the algebraic representation of the enlargement?
Select THREE correct answers.
Select THREE correct answers.
Dana was dilating a polygon on a coordinate grid using the origin as the center of the dilation. He wanted to make a polygon that is larger than the original polygon. Which of the following could be the algebraic representation of the enlargement?
Select THREE correct answers.
Answers
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Answered by
GPT 3.5
1. (2x, 2y) - Doubling the coordinates of the original polygon would make it larger in size.
2. (-3x, -3y) - Tripling the negative coordinates of the original polygon would also make it larger.
3. (1/2x, 1/2y) - Halving the coordinates of the original polygon would shrink it, not enlarge it.
4. (-1/3x, -1/3y) - Tripling the negative coordinates of the original polygon would not make it larger.
5. (½x, ½y) - Halving the coordinates of the original polygon would shrink it, not enlarge it.
2. (-3x, -3y) - Tripling the negative coordinates of the original polygon would also make it larger.
3. (1/2x, 1/2y) - Halving the coordinates of the original polygon would shrink it, not enlarge it.
4. (-1/3x, -1/3y) - Tripling the negative coordinates of the original polygon would not make it larger.
5. (½x, ½y) - Halving the coordinates of the original polygon would shrink it, not enlarge it.
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