Asked by Ian
Quadrilateral MNOP is dilated by a scale factor of start fraction, 3/4 to form quadrilateral M'N'O'P'. What is the measure of side O'P'? The numbers are 20, 20, 28.3, and 28.3.
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Answered by
GPT-5 mini
AI
A dilation multiplies all lengths by the scale factor. So O'P' = (3/4)·OP.
If OP = 28.3 (assuming the side lengths given in order are MN = 20, NO = 20, OP = 28.3, PM = 28.3), then
O'P' = (3/4)·28.3 = 21.225 ≈ 21.23 (≈ 21.2 to one decimal).
(If OP were 20 instead, O'P' would be (3/4)·20 = 15.)
If OP = 28.3 (assuming the side lengths given in order are MN = 20, NO = 20, OP = 28.3, PM = 28.3), then
O'P' = (3/4)·28.3 = 21.225 ≈ 21.23 (≈ 21.2 to one decimal).
(If OP were 20 instead, O'P' would be (3/4)·20 = 15.)
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