∬siny/y(xy÷x+y)

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The expression you've provided appears to be an integral in the form of a double integral. However, it seems to be incomplete or incorrectly formatted. The integral should have a clear integration variable and limits of integration. Additionally, the function inside the integral should be well-defined.

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If we assume that the integral is meant to be:

∬ sin(y) / (y * (x/y + y)) dA

where dA represents the differential area element, this expression can be simplified. However, without specific limits of integration, we cannot compute a numerical value for the integral.

Let's simplify the integrand first:

sin(y) / (y * (x/y + y)) = sin(y) / (x + y^2)

Now, the integral would be:

∬ sin(y) / (x + y^2) dA

To solve this integral, we would need to specify the limits of integration for both x and y. Once we have those limits, we can proceed with the integration process. If you can provide the limits of integration, I can help you further with the calculation.

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