MCQ
$\angle{\text{A}}$ supplementary to $\angle{\text{B}},$ $\angle{\text{B}}$ is complementary to $\angle{\text{C}}.$ If $\angle{\text{A}}=118^\circ,$ what is the measure of $\angle{\text{C}}$?
- A$62^\circ $
- B$34^\circ$
- C$118^\circ$
- ✓$28^\circ$
$\angle{\text{B}}=180^\circ-\angle{\text{A}}=180^\circ=118^\circ=62^\circ$
$\angle{\text{C}}=90^\circ-62^\circ=28^\circ.$
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