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Pascal S.
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Wie definiert man eine Exponentialfunktion?

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Eine Exponentialfunktion ist eine Funktion, bei der die Variable x als Exponent vorkommt. Die Basis kann dabei eine beliebige Zahl sein, sehr oft ist es aber die Zahl e (Eulersche Zahl).
Beispiele: f(x) = c.a^x oder f(x)=c.e^x
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Sollte man nicht ausschließen dass die Basis 1 ist und sie sollte noch >0 sein. Interessant ist vllt auch das a^x = e^(x*ln(a)) und somit alles auf die Basis mit e zurückgeführt werden kann.
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