Consider a hollow sphere with radius R and surface potential V(0) = 5 – cos0. Use the general solution ofLaplace equation V (r, 8) = E3 (A;r' +)Pi(cos®) to find an expression for the potential at any pointoutside the sphere.a) V(r,8) :R3coseR3cose2Rcoseb) V(r, 8)3Rc) V(r,6)R3Rcose4R5Rd) V (r, 8)- cosee) V(r,8)abCde

Consider a hollow sphere with radius R and surface potential V(0) = 5- cose. Use the general solution of Laplace equation V (r,0) = E (Ar +pi(cose) to find an expression for the potential at any point outside the sphere. a) V(r,e) cose b) V(r, 6) cose %3D c) V(r,@) cose d) V(r,8) 4R %3D Cose e) V(r,0) = R - Cose a b d e

Consider a hollow sphere with radius R and surface potential V(0) = 5- cose. Use the general solution of Laplace equation V (r,0) = E (Ar +pi(cose) to find an expression for the potential at any point outside the sphere. a) V(r,e) cose b) V(r, 6) cose %3D c) V(r,@) cose d) V(r,8) 4R %3D Cose e) V(r,0) = R - Cose a b d e