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Post Closed as "Not suitable for this site" by abx, Steven Landsburg, Felipe Voloch, Sam Hopkins, Max Horn
Capitalise title, and description (exponential -> quadratic), while this is on the front page
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LSpice
LSpice
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solving in x Solving an equation involving $x$ both exponentialsquared and logarithmic functioninside a logarithm

Minor formatting and Math Jaxing (used $\cdot$ instead of $.$)
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Daniele Tampieri
Daniele Tampieri
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Is it possible to solve a function with both exponential and logarithm such as
$a x^2 - b.\log(x) = c $
$$ a x^2 - b\cdot\log(x) = c $$ in closed form; where $a,b,c$ are constants and $a>0$ and $b>0$?

Is it possible to solve a function with both exponential and logarithm such as
$a x^2 - b.\log(x) = c $
in closed form; where $a,b,c$ are constants and $a>0$ and $b>0$?

Is it possible to solve a function with both exponential and logarithm such as
$$ a x^2 - b\cdot\log(x) = c $$ in closed form; where $a,b,c$ are constants and $a>0$ and $b>0$?

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pratikag
pratikag
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solving in x involving both exponential and logarithmic function

Is it possible to solve a function with both exponential and logarithm such as
$a x^2 - b.\log(x) = c $
in closed form; where $a,b,c$ are constants and $a>0$ and $b>0$?