Find the general solution of the equation given in Exercise using computer software, and also the particular solution corresponding to the given initial condition.
Show that the equation is exact, and obtain its general solution. Also, find the particular solution corresponding to the given initial condition as well.
(2ye2xy sin x + e2xy cos x + 1)dx + 2xe2xy sin xdy = 0; y(2.3) = − 1.25
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