Answer: Yes you are correct .
The pair of angles \(107^{\circ},73^{\circ}\) are supplementary.
The pair of angles \(32^{\circ},48^{\circ}\) is neither complementary nor supplementary .
The pair of angles \(101^{\circ},77^{\circ}\) is neither complementary nor supplementary .
Step-by-step explanation:
Two angles are called as supplementary if the sum of both angles is \(180^{\circ}\).
Two angles are called as complementary if the sum of both angles is \(90^{\circ}\).
\(107^{\circ}+73^{\circ}=180^{\circ}\), Hence, the pair of angles \(107^{\circ},73^{\circ}\) are supplementary.
\(32^{\circ}+48^{\circ}=80^{\circ}
eq90^{\circ}\ or 180^{\circ}\), Hence, the pair of angles \(32^{\circ},48^{\circ}\) is neither complementary nor supplementary .
\(101^{\circ}+77^{\circ}=178^{\circ}
eq90^{\circ}\ or 180^{\circ}\) Hence, the pair of angles \(101^{\circ},77^{\circ}\) is neither complementary nor supplementary .
