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For the differential equation find the solution curve passing through the point (1, –1).

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The differential equation of the given curve is: Integrating both sides, we get: Now, the curve passes through point (1, –1). Substituting C = –2 in equation (1), we get: This is the required solution of the given curve.
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The differential equation of the given curve is:

Integrating both sides, we get:

Now, the curve passes through point (1, –1).

Substituting C = –2 in equation (1), we get:

This is the required solution of the given curve.

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Find the general solution of the differential equation:

The given differential equation is: Now, integrating both sides, we get: This is the required general solution of the given differential equation.
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