I have a question about plotting x(t), the solution to the following differential equation knowing that dx/dt equals the expression below. The value of x is 0 at t = 0.
syms x
dxdt = -(1.0*(6.84e+45*x^2 + 5.24e+32*x - 2.49e+42))/(2.47e+39*x + 7.12e+37)
I want to plot the solution of this first-order nonlinear differential equation. The analytical solution involves complex numbers so that's not relevant because this equation models a real-life process, but Matlab can solve the equation using numerical methods and plot it. Can someone please suggest how to do this?
