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Write the domain and range of f(x) = √(x-[x]) |
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Answer» Given, f(x) = √(x-[x]) For f(x) to be defined, x-[x]≥0 We know that, {x} + {x} = x Where {x} is fractional part function and [x] is greatest integer function. {x}≥0 Also, 0 ≤ {x} < 1 Therefore, D(f) = R and range = [0, 1) |
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