Reference angles in different quadrants

Given an angle $$\theta$$   where $$0\degree\le\theta\le90\degree$$  , find the angle with the same reference angle in the SECOND quadrant.

Given an angle $$\theta$$   where $$0\degree\le\theta\le90\degree$$  , find the angle with the same reference angle in the THIRD quadrant.

Given an angle $$\theta$$   where $$0\degree\le\theta\le90\degree$$  , find the angle with the same reference angle in the FOURTH quadrant.

Given $$\theta=37\degree$$  , find the angle $$\beta$$   in the SECOND quadrant with the same reference angle.

$$\beta=$$   (a)   $$\degree$$  

Given $$\theta=37\degree$$  , find the angle $$\beta$$   in the THIRD quadrant with the same reference angle.

$$\beta=$$   (a)   $$\degree$$  

Given $$\theta=37\degree$$  , find the angle $$\beta$$   in the FOURTH quadrant with the same reference angle.

$$\beta=$$   (a)   $$\degree$$  

Given $$\theta=119\degree$$  , find the angle $$\beta$$   in the FIRST quadrant with the same reference angle.

$$\beta=$$   (a)   $$\degree$$  

Given $$\theta=119\degree$$  , find the angle $$\beta$$   in the THIRD quadrant with the same reference angle.

$$\beta=$$   (a)   $$\degree$$  

Given $$\theta=119\degree$$  , find the angle $$\beta$$   in the FOURTH quadrant with the same reference angle.

$$\beta=$$   (a)   $$\degree$$