The ordinary differential equation is given X 1 (v 1)dx + (xy 2x +...
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The ordinary differential equation is given X 1 (v − 1)²dx + (xy − 2x + |dy = 0, y = y(x). y Find the integral factor so that the given differential equation to become exact (complete) and then to calculate its general solution. The ordinary differential equation is given X 1 (v − 1)²dx + (xy − 2x + |dy = 0, y = y(x). y Find the integral factor so that the given differential equation to become exact (complete) and then to calculate its general solution.
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To find the integrating factor we can follow the following steps Step 1 Check if the given different... View the full answer
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