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4) Find the flux of the ferld Fixy.c)i xj-3z koutward through the suface cut from the parabolie cylinder z 4- The flux is-32 Simplily your answer) by the planesx o 1, anvd zo. 4) Find the fl...
Find the flux of the field F(x,y,z)=z² i +xj - 3z k outward through the surface...
Find the flux of the field F(x,y,z)=z² i +xj - 3z k outward through the surface cut from the parabolic cylinder z=1-yby the planes x = 0, x=2, and z=0. The flux is (Simplify your answer.)
Using the Divergence Theorem, find the outward flux of F across the boundary of the region D F-2xy2i+ 2x2yj+ 2xyk; D: the region cut from the solid cylinder x2 y2s 4 by the planes z- 0 and z 2 A) 128...
Using the Divergence Theorem, find the outward flux of F across
the boundary of the region D
F-2xy2i+ 2x2yj+ 2xyk; D: the region cut from the solid cylinder x2 y2s 4 by the planes z- 0 and z 2 A) 1287 B) 32T C) 64m D) 16T
F-2xy2i+ 2x2yj+ 2xyk; D: the region cut from the solid cylinder x2 y2s 4 by the planes z- 0 and z 2 A) 1287 B) 32T C) 64m D) 16T
10. Use Gauss Divergence Theorem to find the flux for a flow field with v-(r')i+(y3)/t(e)k through the surface of a solid constructed by slicing the cylinder + y 9 with the plane x+z-5.Clearl...
10. Use Gauss Divergence Theorem to find the flux for a flow field with v-(r')i+(y3)/t(e)k through the surface of a solid constructed by slicing the cylinder + y 9 with the plane x+z-5.Clearly construct the triple integral of the order dz dy dx but you do not need to evaluate it x+z-5
10. Use Gauss Divergence Theorem to find the flux for a flow field with v-(r')i+(y3)/t(e)k through the surface of a solid constructed by slicing the cylinder + y...
3. (5 points) Use the Divergence Theorem to find the outward flux of the vector field F(x, y, z) - 3ry? i + xe'j + 23k across the surface of the solid bounded by the cylinder y2 + z-1 and the pla...
3. (5 points) Use the Divergence Theorem to find the outward flux of the vector field F(x, y, z) - 3ry? i + xe'j + 23k across the surface of the solid bounded by the cylinder y2 + z-1 and the planes z =-1 and x = 2.
3. (5 points) Use the Divergence Theorem to find the outward flux of the vector field F(x, y, z) - 3ry? i + xe'j + 23k across the surface of the solid...
S is the quarter cylinder 2+y2=4, x>0, y >0, 0< z<1 Given the vector field: E (10-2y)i+(1222+10y)+(14yz-4z4...
S is the quarter cylinder 2+y2=4, x>0, y >0, 0< z<1 Given the vector field: E (10-2y)i+(1222+10y)+(14yz-4z4)k, Calculate the outward flux (away from the z-axis) of E through surface S. That is find Sp.H Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression. For example: 10.13906368 OR rounded to 10.13906 OR 3*Pi+5/7 J =
S is the quarter cylinder 2+y2=4, x>0, y >0, 0
5 Use the Divergence theorem to find the outward flux. a. F(a, y,z)-(6x2+ + 2xy, 2y + xz, 4x2y); ...
5 Use the Divergence theorem to find the outward flux. a. F(a, y,z)-(6x2+ + 2xy, 2y + xz, 4x2y); G: The solid cut from the first octant by the cylinder x2+y - 4 and the plane 3. (In(x2+Уг),-2z arctan(y/x), z (x2 +y2); G:The solid between the b. F(r, y, z) Vx + y*); G: The solid between the cylinders x2 + y.2 1 and x2+ y2 2, -1szs4. c Fxy)-(2xy', 2x'y, -): G: The solid bounded by the cylinder x?1...
Answer all 3 and I will positively rate your answer 1. F(x, y, z) = (x,y2,...
Answer all 3 and I will positively rate your answer
1. F(x, y, z) = (x,y2, z3), S is a surface bounded by the cylinder x2 + y2 = 4,2 = 0 and z = 1. Evaluate the outward flux Sf. Nds using the Divergence Theorem. S 2. F(x, y, z) = (2x3, 2y3, 3z2), S is a surface bounded by the cylinder x2 + y2 = 4, z = 0 and z = 1. Evaluate the outward flux Sf....
Find Flux of given Vector Field across given Surface. F 5x j-zk; S is the portion of the parabolic cylinder y 9x for which 0 S z S 3 and-1sxS1; direction is outward (away from the y-z plane) Select o...
Find Flux of given Vector Field across given Surface. F 5x j-zk; S is the portion of the parabolic cylinder y 9x for which 0 S z S 3 and-1sxS1; direction is outward (away from the y-z plane) Select one: 190.275 O -30 O .000125 O 30 O 10 O -10 O 1.2T
Find Flux of given Vector Field across given Surface. F 5x j-zk; S is the portion of the parabolic cylinder y 9x for which 0 S z...
to Problem #4: Use the divergence theorem find the outward flux SfFn Fºnds of the vector...
to Problem #4: Use the divergence theorem find the outward flux SfFn Fºnds of the vector field F = cos(2y + 3z)i + 10 ln(x2 + 2z)j + 3z2 k, where S is the surface of the region bounded within by the graphs of z = V25 – x2 - y2 , x2 + y2 = 9, and z = 0. + Problem #4: Enter your answer symbolically, as in these examples
Question 11 (2 marks) Attempt 1 s is the half cylinder 2+y2 16, y20, 0Sz1 Given the vector field z-223), Calculate the...
Question 11 (2 marks) Attempt 1 s is the half cylinder 2+y2 16, y20, 0Sz1 Given the vector field z-223), Calculate the outward flux (away from the z-axis) of E through surface S. That is find Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression. For example: 10.13906368 OR rounded to 10.13906 OR 3 Pi+5/7
Question 11 (2 marks) Attempt 1 s is the half cylinder 2+y2 16, y20, 0Sz1...
Find the flux of the field F(x,y,z)=z² i +xj - 3z k outward through the surface cut from the parabolic cylinder z=1-yby the planes x = 0, x=2, and z=0. The flux is (Simplify your answer.)
Using the Divergence Theorem, find the outward flux of F across
the boundary of the region D
F-2xy2i+ 2x2yj+ 2xyk; D: the region cut from the solid cylinder x2 y2s 4 by the planes z- 0 and z 2 A) 1287 B) 32T C) 64m D) 16T
F-2xy2i+ 2x2yj+ 2xyk; D: the region cut from the solid cylinder x2 y2s 4 by the planes z- 0 and z 2 A) 1287 B) 32T C) 64m D) 16T
10. Use Gauss Divergence Theorem to find the flux for a flow field with v-(r')i+(y3)/t(e)k through the surface of a solid constructed by slicing the cylinder + y 9 with the plane x+z-5.Clearly construct the triple integral of the order dz dy dx but you do not need to evaluate it x+z-5
10. Use Gauss Divergence Theorem to find the flux for a flow field with v-(r')i+(y3)/t(e)k through the surface of a solid constructed by slicing the cylinder + y...
3. (5 points) Use the Divergence Theorem to find the outward flux of the vector field F(x, y, z) - 3ry? i + xe'j + 23k across the surface of the solid bounded by the cylinder y2 + z-1 and the planes z =-1 and x = 2.
3. (5 points) Use the Divergence Theorem to find the outward flux of the vector field F(x, y, z) - 3ry? i + xe'j + 23k across the surface of the solid...
S is the quarter cylinder 2+y2=4, x>0, y >0, 0< z<1 Given the vector field: E (10-2y)i+(1222+10y)+(14yz-4z4)k, Calculate the outward flux (away from the z-axis) of E through surface S. That is find Sp.H Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression. For example: 10.13906368 OR rounded to 10.13906 OR 3*Pi+5/7 J =
S is the quarter cylinder 2+y2=4, x>0, y >0, 0
5 Use the Divergence theorem to find the outward flux. a. F(a, y,z)-(6x2+ + 2xy, 2y + xz, 4x2y); G: The solid cut from the first octant by the cylinder x2+y - 4 and the plane 3. (In(x2+Уг),-2z arctan(y/x), z (x2 +y2); G:The solid between the b. F(r, y, z) Vx + y*); G: The solid between the cylinders x2 + y.2 1 and x2+ y2 2, -1szs4. c Fxy)-(2xy', 2x'y, -): G: The solid bounded by the cylinder x?1...
Answer all 3 and I will positively rate your answer
1. F(x, y, z) = (x,y2, z3), S is a surface bounded by the cylinder x2 + y2 = 4,2 = 0 and z = 1. Evaluate the outward flux Sf. Nds using the Divergence Theorem. S 2. F(x, y, z) = (2x3, 2y3, 3z2), S is a surface bounded by the cylinder x2 + y2 = 4, z = 0 and z = 1. Evaluate the outward flux Sf....
Find Flux of given Vector Field across given Surface. F 5x j-zk; S is the portion of the parabolic cylinder y 9x for which 0 S z S 3 and-1sxS1; direction is outward (away from the y-z plane) Select one: 190.275 O -30 O .000125 O 30 O 10 O -10 O 1.2T
Find Flux of given Vector Field across given Surface. F 5x j-zk; S is the portion of the parabolic cylinder y 9x for which 0 S z...
to Problem #4: Use the divergence theorem find the outward flux SfFn Fºnds of the vector field F = cos(2y + 3z)i + 10 ln(x2 + 2z)j + 3z2 k, where S is the surface of the region bounded within by the graphs of z = V25 – x2 - y2 , x2 + y2 = 9, and z = 0. + Problem #4: Enter your answer symbolically, as in these examples
Question 11 (2 marks) Attempt 1 s is the half cylinder 2+y2 16, y20, 0Sz1 Given the vector field z-223), Calculate the outward flux (away from the z-axis) of E through surface S. That is find Your answer should consist of a single number accurate to five decimal digits or as an exact rational expression. For example: 10.13906368 OR rounded to 10.13906 OR 3 Pi+5/7
Question 11 (2 marks) Attempt 1 s is the half cylinder 2+y2 16, y20, 0Sz1...
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