Monica Capoor Solutions for Exercise 2: Exercise 11.1

Find the measure of an angle which is $14°$ more than its compliment

Find the measure of an angle which is $25°$ less than its supplement.

Find the measure of an angle which is one-half of its compliment

Find the measure of an angle which is one-eighth of its compliment.

If the angles $\left(4x+4\right)°$ and $\left(6x-4\right)°$ are complementary angles, find $x$.

If the angles $\left(13x+30\right)°$ and $\left(5x+6\right)°$ are supplementary angles, find the measure of these angles.

If an angle exceeds its compliment by $20°$, find the angle.

The supplement of an angle is one-third of itself. Determine the angle and its supplement.