tan75+cot75=4
prove that
kbalasaheb:
what is the value of tan75 and cot75
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Answered by
9
answer 1
tan75o = sqrt(3) + 1 / sqrt(3) - 1
cot 75 = sqrt(3) - 1 / sqrt(3) + 1
on adding both of these we get
tan75 + cot75 = (sqrt(3) + 1)^2+(sqrt(3) - 1)^2 / (sqrt(3) - 1)(sqrt(3) + 1)
on solving you get answer 4
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Answered by
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therefore the answer is 4
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