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13 Nov 2019
I need help with numbers 18 and 19. Thank you so much!
13. Find an equation of the tangep 14 14. Find the area of the part of the surface x= y, that lies inside Evaluate the area of the surface with the given parametric equations x="cos v, y = u sin v, z=v; 15. 0S11 1,0 vSr. 16,1 #10 *16. Evaluate the following surface integral: J yds, S is part of the plane 3x + 2y+z6 that lies in the first 17. Evaluate the surface integral JjF ds for the given vector field F and the given surfaces. F(x, y, z)=e'ityex/tryk, s is the part of the par zx+ that lies above the square 0s.xs1, 0s ysl and has upward ori 16-8 2-6 18. Use Stokes Theorem to evaluate IITxF.ds : F(x,y,z)=xyzÇ+1]+e®cos z k, S is the hemisphere x2 +y2 2-1, z 29, oriented upward.
I need help with numbers 18 and 19. Thank you so much!
13. Find an equation of the tangep 14 14. Find the area of the part of the surface x= y, that lies inside Evaluate the area of the surface with the given parametric equations x="cos v, y = u sin v, z=v; 15. 0S11 1,0 vSr. 16,1 #10 *16. Evaluate the following surface integral: J yds, S is part of the plane 3x + 2y+z6 that lies in the first 17. Evaluate the surface integral JjF ds for the given vector field F and the given surfaces. F(x, y, z)=e'ityex/tryk, s is the part of the par zx+ that lies above the square 0s.xs1, 0s ysl and has upward ori 16-8 2-6 18. Use Stokes Theorem to evaluate IITxF.ds : F(x,y,z)=xyzÇ+1]+e®cos z k, S is the hemisphere x2 +y2 2-1, z 29, oriented upward.
Deanna HettingerLv2
7 Sep 2019