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    Calculus Early Transcendentals Study Set 1
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    Exam 15: Topics in Vector Calculus
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    If F(x, Y, Z) = 3y J + 3z K\(\sigma\)
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If F(x, Y, Z) = 3y J + 3z K σ\sigmaσ

Question 131

Question 131

Multiple Choice

If F(x, y, z) = 3y j + 3z k, the magnitude of the flux through the portion of the surface σ\sigmaσ that lies right of the yz-plane, where σ\sigmaσ is defined by x = 1 - y2 - z2, is


A)  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 - y<sup>2</sup> - z<sup>2</sup>, is A)    B)    C)  3  \pi  D)  0 E)    \pi
B)  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 - y<sup>2</sup> - z<sup>2</sup>, is A)    B)    C)  3  \pi  D)  0 E)    \pi
C) 3 π\piπ
D) 0
E) π\piπ

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