1. The problem statement, all variables and given/known data
write down the scilab code that will plot the direction field of dy/dx = x^2 + y^2 1 on a suitably large rectangle. you have to adjust the interval values of x and y so as to get a clear picture.
2. Relevant equations
dy/dx = x^2 + y^2 1
3. The attempt at a solution
I have been trying to do this question, but I'm not sure whether I did it correctly or not, since I have to learn scilab with my own. so, here's my code...
>deff('[xdot]=f(x,y)', 'xdot=[x(1).^2; y(1).^21]')
>fchamp(f, 1, 4:0.4:4, 4:0.4:4, 1.5)
>mtlb_axis ( [4 4 4 4] )
>xlabel('x')
>ylabel('y')
please correct me if I'm wrong..
