Please explain question no. c in detail
HINT : If you look at the inverse graph of a function it is nothing but the reflection of the point $(x,f(x))$ along the line $y=x$. So intuitively $f(f^{-1}(x))$ resembles taking the reflection twice. Which brings you back to the original point.
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HINT : If you look at the inverse graph of a function it is nothing but the reflection of the point $(x,f(x))$ along the line $y=x$. So intuitively $f(f^{-1}(x))$ resembles taking the reflection twice. Which brings you back to the original point.