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1. y' + y = x y2/32. The problem states we need to solve this ODE by using the method of integrating factors. Every example I found on the internet involving this method was of the form:
y' + Py = Q
Where P and Q are functions of x only. In the problem I was given however, Q is a function of both x and y. If I try to proceed with the method I end up with:
(d/dx) ex y = x ex y2/3
Annnnd that's where I'm stuck. Am I missing something here or was this problem incorrectly assigned?
y' + Py = Q
Where P and Q are functions of x only. In the problem I was given however, Q is a function of both x and y. If I try to proceed with the method I end up with:
(d/dx) ex y = x ex y2/3
Annnnd that's where I'm stuck. Am I missing something here or was this problem incorrectly assigned?