Classifying Pairs of Angles
Practice
Complementary and supplementary angles (no visual) - Questions
1. \(\angle x\) and \(\angle y\) are supplementary angles. \(\angle y\) measures \(88^{\circ}\).
What is the measure of \(\angle x\)?
\(x=\)______\(^{\circ}\)
2. \(\angle a\) and \(\angle b\) are complementary angles. \(\angle a\) measures \(32^{\circ}\).
What is the measure of \(\angle b\)?
\(x=\)______\(^{\circ}\)
3. \(\angle x\) and \(\angle y\) are supplementary angles. \(\angle y\) measures \(97^{\circ}\).
What is the measure of \(\angle x\)?
\(x=\)______\(^{\circ}\)
4. \(\angle a\) and \(\angle b\) are complementary angles. \(\angle a\) measures \(44^{\circ}\).
What is the measure of \(\angle b\)?
\(x=\)______\(^{\circ}\)
5. \(\angle x\) and \(\angle y\) are supplementary angles. \(\angle y\) measures \(33^{\circ}\).
What is the measure of \(\angle x\)?
\(x=\)______\(^{\circ}\)
6. \(\angle a\) and \(\angle b\) are complementary angles. \(\angle a\) measures \(64^{\circ}.\)
What is the measure of \(\angle b\)?
\(x=\)______\(^{\circ}\)
7. \(\angle x\) and \(\angle y\) are supplementary angles. \(\angle y\) measures \(49^{\circ} .\)
What is the measure of \(\angle x\) ?
\(x=\)______\(^{\circ}\)