The angle of elevation of a 30 m high tower from one side of tower to two point on the ground are 30° and 45° respectively. If both points and base of the tower are in a line, the distance between two points is:

The angle of elevation of a 30 m high tower from one side of tower to

1.	The angle of elevation of a 30 m high tower from one side of tower to two point on the ground are 30° and 45° respectively. If both points and base of the tower are in a line, the distance between two points is:
A.	30 m
B.	\(30\sqrt{3} \ m\)
C.	\(30(\sqrt{3}-1) m\)
D.	\(30(\sqrt{3}+1) m\)
Answer» D. \(30(\sqrt{3}+1) m\)