Integral of $$$1 - e^{- \gamma} e^{- \frac{\gamma}{a \left(- b^{2} \gamma + b_{1}\right)}}$$$ with respect to $$$a$$$
The calculator will find the integral/antiderivative of $$$1 - e^{- \gamma} e^{- \frac{\gamma}{a \left(- b^{2} \gamma + b_{1}\right)}}$$$ with respect to $$$a$$$, with steps shown.
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Find $$$\int \left(1 - e^{- \gamma} e^{- \frac{\gamma}{a \left(- b^{2} \gamma + b_{1}\right)}}\right)\, da$$$.