Theorem 5.4.7. The exponential function satisfies (a) exp(a + b) = exp a expb for all...

  

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Theorem 5.4.7. The exponential function satisfies (a) exp(a + b) = exp a expb for all a, b € R; (b) exp(ra) = (exp(a))" for all a € R and r € Q. Theorem 5.4.7. The exponential function satisfies (a) exp(a + b) = exp a expb for all a, b € R; (b) exp(ra) = (exp(a))" for all a € R and r € Q.

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Answer a To prove that expab exp a exp b for all ab belongs to R we will start by using the definiti... View the full answer