Question

is the statement below always sometimes or never true explain if two angles are right angles they must be supplementatry

Answer 1

Answer: Always true.

Explanation:

When two angles are added up to 180°, then the pair of angles is called as supplementary angles.

Since, the measure of right angles =
`90^(\circ)`

Therefore, the sum of two right angles will be :_

`\text{Sum}=90^(\circ)+90^(\circ)=180^(\circ)`

Therefore, The angles are supplementary angles.

Hence, The statement "If two angles are right angles they must be supplementary" is always true.