Recent content by jshowa
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Deriving an Integrating Factor for a Non-Exact DE w/ Multiple Dependencies
Your right, that is confusing. But I understand better now. Thank you.- jshowa
- Post #5
- Forum: Calculus and Beyond Homework Help
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J
Deriving an Integrating Factor for a Non-Exact DE w/ Multiple Dependencies
So, when you say g'(x,y) does that mean it's the derivative dg/dx and not the partial derivative? And why when you take the partial derivative of the integrating factor µ in both cases: ∂u / ∂x = y * ∂g / ∂x and ∂u / ∂y = x * ∂g / ∂y Do you get the partial derivatives of g with...- jshowa
- Post #3
- Forum: Calculus and Beyond Homework Help
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J
Deriving an Integrating Factor for a Non-Exact DE w/ Multiple Dependencies
I was looking at how to derive an integrating factor for a non-exact DE that has multiple variable dependency, i.e. µ is xy-dependent, and I found the explanation at the link in the middle of the page at equation (22) (link...- jshowa
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- deriving Multiple
- Replies: 4
- Forum: Calculus and Beyond Homework Help