1
answer
0
watching
181
views
13 Nov 2019
(1 point) Evaluate the surface integral -4(z2 + z) dS 2 Where S is the hemisphere x* y +z -1, z2 0 The hemisphere can be parametrized by r(s, t) = sin (s) cos(t) , | sin(s)sin(t) ,cos(s) with 0 and 0 ds dt where 89 = pi/2 pi Evaluate
(1 point) Evaluate the surface integral -4(z2 + z) dS 2 Where S is the hemisphere x* y +z -1, z2 0 The hemisphere can be parametrized by r(s, t) = sin (s) cos(t) , | sin(s)sin(t) ,cos(s) with 0 and 0 ds dt where 89 = pi/2 pi Evaluate
Elin HesselLv2
23 May 2019