If f (x) = LG10 ^ x + 1 in the domain R is the sum of odd function g (x) and even function f (x) in the domain, then G (x) and f (x) can be obtained（ Find g (x), f (x)

If f (x) = LG10 ^ x + 1 in the domain R is the sum of odd function g (x) and even function f (x) in the domain, then G (x), f (x) can be obtained
Analysis: F (x) = LG10 ^ x + 1 = x + 1
So, the odd function g (x) = x and the even function f (x) = 1

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