Lines and Angle...

An angle is $$24^{o}$$ more than its complement. The measure of the angle is:

The supplement of $$45^{o}$$ is

Triangle DEF in figure is right triangle with $$\angle E=90^{o}$$.
What type of angles are $$\angle D$$ and $$\angle F$$?

The complement of $$80^{o}$$ is:

In the given figure, two straight lines $$AB$$ and $$CD$$ intersect at a point $$O$$ and $$\angle AOC$$ = $$50^{o}$$. Then $$\angle BOD$$ = ?

The angles between North & West and South & East are

Angles which are both supplementary and vertically opposite are 

Angles between South & West and South & East are 

If the complement of an angle is $$79^o$$, then the angle will be of :

The angles $$x$$ and $$90^o -x$$ are: