If f(x, y) = tan ¹), then f (3.3) is equal to
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Given that ,f(x)=tan−1x ….(1)
Put x=y in equation (1) we get
f(y)=tan−1y ….(2)
Add equation (1) and (2)
f(x)+f(y)=tan−1x+tan−1y
Using inverse trigonometry properties, we get
tan−1x+tan−1y =tan−1(1−xyx+y)
This is the answer.
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