1) solve dy/dx + (y logy)/x = y(logy)^2/(x^2) 2) SOLVE (x*y^2)dx - e^(1/(x^3))dx - (x^2)*y dy = 0 Thank you
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Originally Posted by ceode 1) solve dy/dx + (y logy)/x = y(logy)^2/(x^2) 2) SOLVE (x*y^2)dx - e^(1/(x^3))dx - (x^2)*y dy = 0 Thank you For the first one, make the substitution (assume you're letting mean natural log [base e]). It will then become a simple separable equation. For the second one, rewrite it as ; this is a Bernoulli equation. Can you take it from here?
Thank you for the tips. I will try. I have a 8 subjest assicnments with a total of 8*6 questions. I have to submit it on monday. They give 2 days to complete these. The big problem i face is lack of time. Thank you
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