In Fig. 7.142, if AB⊥BC,DE⊥BC and DE⊥AC, prove that ΔCED∼ΔAB

1.	In Fig. 7.142, if AB⊥BC,DE⊥BC and DE⊥AC, prove that ΔCED∼ΔABC.
Answer» In Fig. 7.142, if $A B ⊥ B C, D E ⊥ B C$ and $D E ⊥ A C$ , prove that $Δ C E D \sim Δ A B C$ .

In Fig. 7.142, if AB⊥BC,DE⊥BC and DE⊥AC, prove that ΔCED∼ΔABC.

Answer»

In Fig. 7.142, if $A B ⊥ B C, D E ⊥ B C$ and $D E ⊥ A C$ , prove that $Δ C E D \sim Δ A B C$ .

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In Fig. 7.142, if AB⊥BC,DE⊥BC and DE⊥AC, prove that ΔCED∼ΔABC.

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