SOLUTION: If cosec A = 2, Then find value of cot A + (sin A / (1 + cos A))

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Question 804247: If cosec A = 2,
Then find value of cot A + (sin A / (1 + cos A))
Found 2 solutions by lwsshak3, suds007:
Answer by lwsshak3(11628) (Show Source):
You can put this solution on YOUR website!
If cosec A = 2,
Then find value of cot A + (sin A / (1 + cos A))
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csc A = 2=1/sinA
sinA=1/2
A=30˚
cot A + (sin A / (1 + cos A))
cot30˚+(sin30˚/(1+cos30˚))
√3+((1/2)/(1+√3/2)
√3+((1/2)/((2+√3)/2)
√3+((1/2)/((2+√3)/2)
√3+(1/(2+√3))
(2√3+3+1)/(2+√3)
(2√3+4)/(2+√3)

Answer by suds007(1) (Show Source):
You can put this solution on YOUR website!
Now that I got it I am going to simplify further from the answer of the tutor Above..........
(2√3+4)/(2+√3)
= (2(2+√3)/(2+√3))
= 2