To solve this differential equation, we'll try to separate the variables: move and
to the left side and
without
to the right:
or
Now we can integrate both sides with respect to and obtain
which is the same as
...
To solve this differential equation, we'll try to separate the variables: move and
to the left side and
without
to the right:
or
Now we can integrate both sides with respect to and obtain
which is the same as
where is an arbitrary constant. This is the general solution.
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