"Find the solution to the following general differential equation by converting it into a separate variable differential equation" y(1+x2)dx + 2x(1+lny)dy = 0
"Find the solution to the following general differential equation by converting it into a separate variable differential equation" y(1+x2)dx + 2x(1+lny)dy = 0
"Find the solution to the following general differential equation by converting it into a separate variable differential equation" y(1+x2)dx + 2x(1+lny)dy = 0
I have a question in my home work related mathematics lesson. The following below is my question. Please Advice, thank you.
"Find the solution to the following general differential equation by converting it into a separate variable differential equation"
y(1+x2)dx + 2x(1+lny)dy = 0
With integration, one of the major concepts of calculus. Differentiation is the derivative or rate of change of a function with respect to the independent variable.
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