Q3. Answer the following questions.
1. Prove that \( \triangle A D B \cong \triangle C B B \) if \( \operatorname{seg} A D \cong \operatorname{seg} C E \) and \( \angle A D B \cong \angle C E B \)
(6)
Correct option is (B) 30°
Let the angle be x.
Then its complementary angle is 2x.
\(\therefore\) x+2x = \(90^\circ\)
\(\Rightarrow\) 3x = \(90^\circ\)
\(\Rightarrow\) x = \(\frac{90^\circ}3=30^\circ\)
Hence, the required angle is \(30^\circ.\)
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