I have a function $f(\ell)=\exp\Big(-{\frac{a}{\ell b+c}}\Big)$. I would like to rewrite this function in the form $(1-d)g^{\ell}$.
How can I express $g$ and $d$ in terms of $a$, $b$ and $c$?
Here, a,b,c are constant real numbers.
I have a function $f(\ell)=\exp\Big(-{\frac{a}{\ell b+c}}\Big)$. I would like to rewrite this function in the form $(1-d)g^{\ell}$.
How can I express $g$ and $d$ in terms of $a$, $b$ and $c$?
Here, a,b,c are constant real numbers.
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