Classifying Pairs of Angles

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 $\angle x$ ?

$x=$______$^{\circ}$