Question

Classify each pair of angles as complementary, supplementary, or neither.

Drag and drop the choices into the boxes to correctly complete the table. Each pair of angles may belong to more than one category.

am i correct?
if not
plz explain

Answer 1

You 100% correct because supplementary are two angles that add up to 180 and complementary are two angle that add up to 90. Hope that helps :).

Answer 2

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 .

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 .