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Evaluate the Integral of = D $\ge$ 0Note: There Are Two Possible Answers, Depending on Whether the

Question 64

Multiple Choice

Evaluate the integral of $Evaluate the integral of = d d + d d + d d over the upper hemispherical surface + + = 16, \ge 0.Note: There are two possible answers, depending on whether the parametrization used is orientation preserving or orientation reversing. A) ±12 \pi B) ± 4 \pi C) ± 48 \pi D) ± 6 \pi E) ± 24 \pi$ = $Evaluate the integral of = d d + d d + d d over the upper hemispherical surface + + = 16, \ge 0.Note: There are two possible answers, depending on whether the parametrization used is orientation preserving or orientation reversing. A) ±12 \pi B) ± 4 \pi C) ± 48 \pi D) ± 6 \pi E) ± 24 \pi$ d $Evaluate the integral of = d d + d d + d d over the upper hemispherical surface + + = 16, \ge 0.Note: There are two possible answers, depending on whether the parametrization used is orientation preserving or orientation reversing. A) ±12 \pi B) ± 4 \pi C) ± 48 \pi D) ± 6 \pi E) ± 24 \pi$ $Evaluate the integral of = d d + d d + d d over the upper hemispherical surface + + = 16, \ge 0.Note: There are two possible answers, depending on whether the parametrization used is orientation preserving or orientation reversing. A) ±12 \pi B) ± 4 \pi C) ± 48 \pi D) ± 6 \pi E) ± 24 \pi$ d $Evaluate the integral of = d d + d d + d d over the upper hemispherical surface + + = 16, \ge 0.Note: There are two possible answers, depending on whether the parametrization used is orientation preserving or orientation reversing. A) ±12 \pi B) ± 4 \pi C) ± 48 \pi D) ± 6 \pi E) ± 24 \pi$ + $Evaluate the integral of = d d + d d + d d over the upper hemispherical surface + + = 16, \ge 0.Note: There are two possible answers, depending on whether the parametrization used is orientation preserving or orientation reversing. A) ±12 \pi B) ± 4 \pi C) ± 48 \pi D) ± 6 \pi E) ± 24 \pi$ d $Evaluate the integral of = d d + d d + d d over the upper hemispherical surface + + = 16, \ge 0.Note: There are two possible answers, depending on whether the parametrization used is orientation preserving or orientation reversing. A) ±12 \pi B) ± 4 \pi C) ± 48 \pi D) ± 6 \pi E) ± 24 \pi$ 11ee7bcb_75db_a3b7_ae82_1108d245f507_TB9661_11 d 11ee77e1_7793_19dd_a0f8_29a11f3d1a4d_TB9661_11 + 11ee77e1_7793_19de_a0f8_630ff482edb9_TB9661_11 d 11ee77e1_7793_19df_a0f8_4de80a580869_TB9661_11 11ee7bcb_75db_a3b7_ae82_1108d245f507_TB9661_11 d 11ee77e1_7793_19e0_a0f8_092d5b0a3521_TB9661_11 over the upper hemispherical surface 11ee77e1_7793_19e1_a0f8_d35879a2940f_TB9661_11 + 11ee77e1_7793_19e2_a0f8_afff90337b65_TB9661_11 + 11ee77e1_7793_19e3_a0f8_7fd110253926_TB9661_11 = 16, 11ee77e1_7793_19e4_a0f8_9f0d87e7fa91_TB9661_11 $\ge$ 0.Note: There are two possible answers, depending on whether the parametrization used is orientation preserving or orientation reversing.