If F(x, y, z) = 3y j + 3z k, the magnitude of the flux through the portion of the surface $\sigma$that lies right of the yz-plane, where $\sigma$ is defined by x = 1 - y² - z², is C) 3 $\pi$ D) 0 E) $\pi$

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The Answer of If F(x, y, z) = 3y j + 3z k, the magnitude of the flux through the portion of the surface $\sigma$that lies right of the yz-plane, where $\sigma$ is defined by x = 1 - y² - z², is C) 3 $\pi$ D) 0 E) $\pi$

If F(x, Y, Z) = 3y J + 3z K σ\sigmaσ

If F(x, Y, Z) = 3y J + 3z K $\sigma$