If tan^-1x + tan^-1y= π^2 then dy/dx=
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Let tan−1x+tan−1y=π4
⇒tan−1(x+y1−xy)=π4
(Usingtan−1A+tan−1B=tan−1(A+B1−AB))
⇒x+y1−xy=tanπ4=1
⇒x+y=1−xy
⇒x+y+xy=1
Step-by-step explanation:
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