root(x-1/x-2{x}) , where {..} denotes fractional part .

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AskIITian Expert Priyasheel - IITD · Answer

For the function to be defined, x-1>0 and x-2{x}>0 => x>1 and x>=1 or x<=-1 Take the union of the two, x>1 Also, the function is defined when x-1<0 and x-2{x}<0 =>x<1 and -1 {-1

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root(x-1/x-2{x}) , where {..} denotes fractional part .

root(x-1/x-2{x}) , where {..} denotes fractional part .

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