Mathematics, 14.09.2019 02:30 kayliehernandez
The differential equation xy' = y(in x – iny) is neither separable, nor linear. by making the substitution y(x) = xv(x), show that the new equation for v(x) equation is separable. n. b. you do not have to actually solve the ode.
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The differential equation xy' = y(in x – iny) is neither separable, nor linear. by making the substi...
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