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Primitiv funktion till $\frac{e ^{k x}}{a}$

En primitiv funktion till

\frac{e ^{k x}}{a},

där a och k är konstanter, är

\frac{e ^{k x}}{a \cdot k} .

T.ex. är

Skriver man om

\frac{e ^{k x}}{a}

som

\frac{1}{a} e^{k x}

kan man se att detta är samma regel som den för att bestämma en primitiv funktion till

a e^{k x}

.

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