# MATLAB: Possible to solve for V in MATLAB r2011a

integratesolve functionsymbolic

(V^1.4*A^.4*C1-1/V)dV=dA/A
where
C1=constant, A=.25*pi*(.022^2-x^2), and V=f(x).
I'm trying to derive a symbolic expression for V. Is it possible to change this eq. into a form with no derivatives or integrals? Or could I just shove this into some "solve" function? I have r2011a so the solve functions are less powerful.

(V(x)^(7/5)*A(x)^(2/5)*C1-1/V(x))*(diff(V(x), x)) = (diff(A(x), x)) / A(x)A(x) = (1/4)*Pi*((22/1000)^2-x^2)