MCQ
If ∆ABC~ ∆LMN and ⦟A = 60° then ⦟L =?
- A45°
- B60°
- C25°
- D40°
In $\triangle A B C$ and $\triangle L M N$,
$\triangle A B C \sim \triangle L M N$
$\therefore \angle A \cong \angle L \quad \ldots$ (Corresponding angles of similar triangles)
But $\angle A=60^{\circ} \quad \ldots$ (Given)
$\therefore \angle L=60^{\circ}$.
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