Question: If f(x) = sin ([x] ) x + x + 1 where [] denotes the greatest integer function, then (a) f is one-one (b)

If f(x) = sin ([x] ) x + x + 1 where

If f(x) = sin ([x] ) x + x + 1 where [] denotes the greatest integer function, then (a) f is one-one (b) f is not one-one and non-constant (c) f is constant function (d) f is zero function

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