Lines and Angle...

In the figure above, $$\displaystyle \overline { AB } \parallel \overline { CD } ,\overline { AE } $$ bisects $$\displaystyle \angle BAC$$ and $$\displaystyle \overline { CE } $$ bisects $$\displaystyle \angle ACD$$. Find the measure of $$\displaystyle \angle AEC$$ if the measure of $$\displaystyle \angle BAC$$ is $$\displaystyle { 82 }^{ \circ  }$$.

Find the complement of each of the following angles $$24^{\circ}$$.

Find the complement of each of the following angles $$48^{\circ}$$.

Find the complement of each of the following angles $$35^{\circ}$$.

Find the complement of the following angles:
$$63^{\circ}$$.

Find the supplement  of the following angle.
$$40^{\circ}$$

Find the complement of each of the following angles $$20^{\circ}$$.

Two angles are equal and supplementary to each other. find them.

What is the value of $$a+b$$?

What is the measure of supplementary angle of $$108^{\circ}$$?