The length of the median FQ in image of the two similar triangles is: 36.
How to Find the Median of Similar Triangles?
The corresponding segments and median of similar triangles are proportional, therefore, we will have the following:
PC/FQ = PB/QE
Substitute
27/FQ = 18/24
FQ = (24 × 27)/18
FQ = 36.
Learn more about similar triangles on:
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