A differential equation involving two functions

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August 16th 2007, 02:35 AM
eldar_e

A differential equation involving two functions

What is the way to solve $F(x)$ if:

$\displaystyle\frac{dF(x)}{dx}=\displaystyle\frac{G (x)-F(x)}{A}$

When $A$ is a contant. I think the answer should involve an integral of $G(x)$

Thanks,

Eran
August 16th 2007, 04:14 AM
curvature

It is a first lorder inear differential equation for F(x) ,where G(x) is a known function.

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