Suppose that f is a continuous additive function on R. If c := f (1), show that we have
Chapter 5, Problem 13(choose chapter or problem)
Suppose that f is a continuous additive function on R. If c := f (1), show that we have f(x) =ex for all x e JR. [Hint: First show that if r is a rational number, then f(r) =cr.]
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