Let f :R → R be given by f (x) = tan x. Then f–1 (1) is
Given that, f (x) = tan x
Let f(x) = y
⇒ y = tanx
⇒ x = tan-1y
⇒ f-1(y) = tan-1y [∵ f(x) = y ⇒ x = f-1(y) ]
⇒ f-1(x) = tan-1x
⇒ f-1(1) = tan-11
⇒