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A detailed process of a compulsory math problem in high school, thank you. Come on.
Solution: function f(x)=x? - 1/x? + 1

When x>0, the function f(x) monotonically increases,

When x

When x tends to 0, the minimum value of f (x) is obtained.

At this time, the value of f(x) tends to negative infinity.

The range of ∴f(x) is (-∞,+∞), which is R.