Write a python code for this Problem

A mass balance for a chemical in a completely mixed reactor can be written as

$V\frac{dc}{dt}=F-Qc-kV{c}^2$

You have a reactor where $V=$ volume $(12m^3),c=$ concentration $(\frac{g}{m}3),F=$ feed rate $(175\frac{g}{m}in),Q=$ flow rate $(1m\frac{3}{m}in),$ and $k=$ a reaction rate $(0\mathrm{.}15m\frac{3}{g}\frac{?}{\text{m}\text{i}\text{n}}).$

If at $t=0$ you start with a concentration $c=0,$ and run for $10$ minutes, $A.$ plot the results, and $B.$ report the time and concentration when a stable level is reached. Use either Euler or Heun ODE method and submit screenshot or additional file$($s$)$ with script or Excel file.

Extra credit: on the same plot, show both the Heun and the Euler method output, with legend