Answer:
x = 33
Explanation:
Given ∆TRS ~ ∆TQP with TR=8, RQ=16, RS=11, you want the length of QP=x.
Proportion
The corresponding sides of similar triangles are proportional in length:
QP/QT = RS/RT
x/(16+8) = 11/8
x = (24)(11/8) = 33
The length x is 33 units.
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