How to plotting symbolic solution over range?

syms y(x)
ode = x * diff(y, x) == (50) * x * diff(y, x, 2) - (40.3) * x + (101); % DE shown above.
x_dot = dsolve(ode);

plot(195, x_dot)

The value (101) changes with frequency, but I've simplified the equation for minimalism.

I'm trying to plot x_dot vs frequency, but I get:

>> Input must be a function or functions of a single variable.

How can I plot this?

[KSSV]

x_dot will be a symbolic expression with x and has two constants C1, C2. You cannot plot using plot.

Answer 1

[Ameer Hamza]

There is a mistake in the writing of the equations. Also, you need to specify initial conditions to solve for the constant of integrations. Try following code

syms y(x)
dy = diff(y, x, 1);
dy2 = diff(y, x, 2);
ode = dy == (50) * dy2 - (40.3) * x + (101); % DE shown above.
ic = [y(0)==1, dy(0)==0]; % initial conditions
y_sol(x) = dsolve(ode, ic);
fplot(y_sol, [0 10])