5. Use Stokes' theorem to calculate the integral for the surface S and boundary BS, and the given vector field F. Verify this result by calculating the line integral directly. s (r, y, z) 22249, z0 (oriented as a graph) as = {(z, y) : x2 + y2-49), oriented counterclockwise, and the vector field F = zit + 7k. (Use symbolic notation and fractions where needed.) Evaluated Line Integral =
Show transcribed image text5. Use Stokes' theorem to calculate the integral for the surface S and boundary BS, and the given vector field F. Verify this result by calculating the line integral directly. s (r, y, z) 22249, z0 (oriented as a graph) as = {(z, y) : x2 + y2-49), oriented counterclockwise, and the vector field F = zit + 7k. (Use symbolic notation and fractions where needed.) Evaluated Line Integral =