Asked by Rick
Use half-angle formulas to find the exact value for the following
cot 75 degrees
cot 75 degrees
Answers
Answered by
drwls
75 degrees is one-half of 150 degrees, and you should know the sin and cosine of that. Let A/2=75 so that A = 150. Then use this half angle formula for cot A/2
cot(A/2) = +/- (1 + cos A)/sin A
You will have to pick the sign to go with the quadrant. In the first quadrant, it is positive
cot(A/2) = +/- (1 + cos A)/sin A
You will have to pick the sign to go with the quadrant. In the first quadrant, it is positive
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