Precalculus
posted by Lucy .
The angle of elevation from the end of the shadow to the top of the building is 63 degrees and the distance of 220 feet.
1) Find the height of the building to the nearest foot
2) find the length of the shadow to the nearest foot
If 0 degrees </= 360 degrees, solve the equation, sec x= 2. I do not know how to solve this and cannot find an example in my book.
Thanks for all your help!

<If 0 degrees </= 360 degrees, solve the equation, sec x= 2. I do not know how to solve this and cannot find an example in my book. >
if sec x = 2, then cosx = 1/2
You should know that cos 60 = +1/2
so the angle x must be in quadrants II or III
so the angle x = 18060 or 120 degrees or
x = 180+60 = 240 degrees
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