Let a function fx,x≠0 be such that fx+f1x=fx.f1x then f(x) can be
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a
1-x2013
b
x+1
c
π2tan-1x
d
21+klnx
answer is A.
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Detailed Solution
f1x-1=1fx-1i.e., f1x-1is reciprocal of fx-1.Now, for fx=π2tan-1x fx=-1=cos-1xtan-1x,f1x-1=tan-1xcot-1xAlso for fx=21+klnx fx-1=1-klnx1+klnx,f1x-1=1+klnx1-klnx