ABCD is a trapezium in which AB|| DC and P, Q are points on AD and BC respectively such that PQ
II DC. If PD = 18 cm, BQ = 35 cm and QC = 15 cm, find AD.
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Answer:
AD =60 cm
Step-by-step explanation:
A megoldásom itt van:
AED Δ ≈ PFD Δ
AD : PD = ED : DF \\
AD = \frac{ED \cdot PD}{DF} = \frac{(15+35) \cdot 18}{15} = 60 cm \\
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