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integrate $y^{-1}$

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Multiply integers

Full solution

Q. integrate

y^{-1}

Recognize integral form: Recognize the integral form. We need to integrate $y^{-1}$ , which is the same as $\frac{1}{y}$ .
Apply integral rule: Apply the integral rule for $y^{-1}$ . The integral of $y^{-1} ext{d}y$ is $ext{ln}|y| + C$ , where $C$ is the constant of integration.
Write final answer: Write the final answer. So, the integral of $y^{-1}$ is $ext{ln}|y| + C$ .

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