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QUESTION 20 Not yet answered - Marked out of 2 Flag question + Given a vector ū = {(-y8 i + x® j + 23 k) and în as the unit normal vector to the surface of the hemisphere (x2 + y2 + z2 = 1; z 20), the value of integral S ( x u) • în dS evaluated on the curved surface of the hemisphere S is 2 Select one O A.-7/2 OB-T/3 O C./2 O D.
The position of a particle is r(t) = 2e2t i + 3t² j. What is the acceleration at t = 0? = (a) (b) (c) (d) (e) 2 i 2 i + 6j 8e i 6j 8i+ 6j one: . <<< <<< вооооо . < d. <<< e. <
The volume determined from $S 8 xyz dv for V = [2, 3] x [1, 2] x [ 0,1 ] will be in integer) Select one: O A. 15 O B. 12 O C. 13 O D. 14