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Calculus! Find two functions f(x) and g(x) such that f[g(x)] = x but g[f(x)] does not equal x.
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If my memory serves me right f[g(x)] = x when g(x) is the inverse of g(x) and they are both one-to-one functions.
Okay, so how do I solve this?
* the inverse of f(x)
May you help me with an example?
I#m struggling with this one i'm afraid...
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This is the only problem I need to solve, and I do not know how to go about it
sorry i cant think of any.
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