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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?
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@Eli_Moses
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10
no remember that the scale factor is 0.5 so figure 1 is dilated by 0.5 to create figure 2
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so it d be 5
yea try it out before you put it
ok so it is 5 correct
@Eli_Moses
yea
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AC maps to MO. Since we're applying a scale factor of 0.5, this means MO = 0.5*AC MO = 0.5*2x 5 = 0.5*2x 5 = x x = 5 So that's why AB = 5
ok great
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