Question 1036188
Hi there,
First you have to annotate the triangles.
The main one, the base of which is to the 
base of the statue. The upright is equal to 305 ft.
The hypotenuse is from the boat to the head of the
statue.
We will call this triangle ABC
A is at the boat, B is at the base of the statue and
C is at the head of the statue.
As Angle C = 60 degrees, then Angle B is = 90 degrees
and Angle C = 180 - (90 + 60) = 30 degrees.
Using Pythagoras, we can calculate the hypotenuse(AC)
Sin(60) = CB/AC
Sin(60) = 305/AC
Cross multiply
Sin(60) AC = 305
AC = 305/Sin(60)
AC = 352.2 feet (1 decimal place)
Now we consider the top triangle.
this we will call ADC. D being at the statue's
feet. DC = 'h'
.............
Considering triangle ADC.
Now Angle A = (60 - 41.2) = 18.8 degrees
Angle C = 30 degrees
So, Angle D = 180 - (30 + 18.8) = 131.2 degrees.
We now use Sine Rule:
namely a/SinA = c/SinC = d/SinD (For this triangle)
Using a/SinA = d/SinD
a/Sin(18.8) = 305.2/Sin(131.2)
Cross multiply:
a x sin(131.2) = 305.2 x sin(18.8)
a = (305.2 x sin(18.8))/sin(131.2)
a = 130.7 feet (1 decimal place)
This is the height of 'h' 
the statue's height.
Hope this helps :-)