AB and DE are perpendiculars to
BC. If AB = 9 cm, DE = 3 cm and AC = 24 cm.
Calculate AD.
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Answer:
16 cm
Step-by-step explanation:
Given, ∠ABC=∠DEC=90∘
In △ABC and △DEC,
∠ABC=∠DEC (Each 90∘)
∠ACB=∠DCE (Common)
∠BAC=∠CDE (third angle)
Thus, △ABC∼△DEC
Hence, DEAB=DCAC
39=24−AD24
24−AD=8
AD=16 cm
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