Question 25 of 41 - /1 . .. Write an iterated integral for the flux of F through the spherical surface S centered at the origin, oriented away from the origin. Do not evaluate the integral. F ( x, y, z) = 67 + 123 + 18k S: radius 7, z 2 0 O . 2nt -6 (singcos 0 + 2 singsine + 3 cosp ) singd ode O It/2 6 (singcos 0 + 2 singsine + 3 cos ) sinod ode O -49 (6 singcos 0 + 12 singsine + 18 cosp ) singd ode O 2 JT It /2 49 (6 sindcos 0 + 12 singsine + 18 cosp ) singd pde O 49 (sindcos 0 + singsine + cosh ) singd odeQuestion 26 of41 2} F(x,y,z) = 52 1 S: radiu53,x Z 0 Question 27 of 41 > - /1 WIN - View Policies Current Attempt in Progress Compute the flux of F through the spherical surface S centered at the origin, oriented away from the origin. F (x, y, z) = 4zi S: radius 5, x 2 0, y 2 0, z 2 0 Enter an exact answer. F . dA = SQuestion 28 of 41 - /1 WN - . . . View Policies Current Attempt in Progress Compute the flux of the vector field F = - y j + zk through the surface S, where S is the part of the surface z = y + 4 above the rectangle 6