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In (triangle ) ABC, AB = x, BC = y, and CA = 2x. A similarity transformation with a scale factor of 0.5 maps (triangle) ABC to (triangle) MNO, such that vertices M, N, and O cor…

In (triangle ) ABC, AB = x, BC = y, and CA = 2x. A similarity transformation with a scale factor of 0.5 maps (triangle) ABC to (triangle) MNO, such that vertices M, N, and O cor…
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In (triangle ) ABC, AB = x, BC = y, and CA = 2x. A similarity transformation with a scale factor of 0.5 maps (triangle) ABC to (triangle) MNO, such that vertices M, N, and O correspond to A, B, and C, respectively. If OM = 5, what is AB?

User Gwenzek
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Answer:

Explanation:

In (triangle ) ABC, AB = x, BC = y, and CA = 2x. A similarity transformation with-example-1
User Leigha
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8.4k points
2 votes
Line AB is 10 because since OM is half of AB you multiply it by two
User Notmystyle
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7.6k points
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