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How to draw phase portrait of \(x'=x(1-x)-xy\\y'=y((3/4)-y)-(1/2)xy\) Please, help
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I got equilibrium points as (0,0) source (1/2,1/2) sink (0,3/4) saddle (1,0) saddle But don't know how to draw a phase portrait
by hand
In the example 1 of the link, you have a problem where the solution says how to draw it for some vectors (obtain points and vectors). If you do that for a large number of points, then you obtain the phase graph there.
Thanks for the link. But we don't have so many points to manipulate.
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Moreover, I have to draw based on equilibrium points only, not eigenvalues, eigenvectors.
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