Find $\iint_S 4 dA$ where $S$ is boundary of $x^2+y^2\le 9, \quad 4\le z\le 11$

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I am asked to find $$\iint_S 4 dA$$

Where $S$ is the boundary of $x^2+y^2\le 9, \quad 4\le z\le 11$

Not sure on how to start working on this integral, any guidance on how to start, which theorems to use and how to think this integrals would be greatly appreciated .