please do a step-by-step and clean
solution.
Homework Answers
Add Answer to:
please do a step-by-step and clean
solution.
6) The Surface s of the function g(x, y,...
Evaluate the surface integral of the function G over the surface S. 15) G(x, y, z)-x z: S Is the surface of the wedge formed from the coordinate planes and the planes 15) X +z 4 and y 4 A) 128+ 6...
Evaluate the surface integral of the function G over the surface S. 15) G(x, y, z)-x z: S Is the surface of the wedge formed from the coordinate planes and the planes 15) X +z 4 and y 4 A) 128+ 64 320 320
Evaluate the surface integral of the function G over the surface S. 15) G(x, y, z)-x z: S Is the surface of the wedge formed from the coordinate planes and the planes 15) X +z 4...
Please do a step-by-step and clean solution X: 0 1 2 3 4 5 Using the...
Please do a step-by-step and clean solution
X: 0 1 2 3 4 5 Using the table, find the value of y = x^3-20x + 16 polynomial y: 16 -3 -16 -17 0 41 for 0.7 using the Gregory Newton relation. (Hint: use forward finite differences)
2. (20 marks) (a) Calculate the surface area of the graph of f(x,y) = x +...
2. (20 marks) (a) Calculate the surface area of the graph of f(x,y) = x + 20y over the region R= {(x,y) e R2:1 < x < 4,2 sy s 2x} in the xy-plane. OV (b) Integrate the function g(x, y, z) = x +y +z over the surface that is described as follows: x = 2u – v, y = v + 2u, z= v – u Here u € [0,20), v € [0,21].
Consider the surface given as a graph of the function g(x, y) = x∗y 2 ∗cos(y). The gradient of g ...
Consider the surface given as a graph of the function g(x, y) = x∗y 2 ∗cos(y). The gradient of g represents the direction in which g increases the fastest. Notice that this is the direction in the xy plane corresponding to the steepest slope up the surface, with magnitude equal to the slope in that direction. 1. At the point (2, π), find the gradient, and explain what it means. 2. Use it to construct a vector in the tangent...
Consider the function f (x, y)=6-32 -32 (a) Determine the level curves for the surface when...
Consider the function f (x, y)=6-32 -32 (a) Determine the level curves for the surface when z 0,3, 6. Sketch these three level curves in the ry plane. (b) Determine the cross-sectional curves of the surface in the rz plane and in the yz plane. Sketch these two cross-sectional curves. (c) Sketch the surface z f(x, y) (d) What is the maximal domain and range of f? (e) Evaluate the double integral f(ar, y) da dy
Consider the function f...
V=<x,x,x+y>; Calculate the Stoke's theorem where S is the surface obtained by the intersect...
V=<x,x,x+y>; Calculate the Stoke's theorem where S is the surface obtained by the intersection of a cylinder and a plane. Cylinder of radius R=3, with open upper lid the circle C, x^2+y^2=9. This cylinder has axis the z-axis, with z<=0. The cylinder is cut by plane of equation x + y + z =- 40. This surface looks like a water glass in normal position with its rim the circle C, but slanted (inclined) bottom in the z<0 region The...
Could you do number 4 please. Thanks 1-8 Evaluate the surface integral s. f(x, y, z) ds Vx2ty2 -vr+) 1. f(x, y, z) Z2; ơ is the portion of the cone z between the planes z 1 and z 2 1 2. f(x, y, z)...
Could you do number 4 please. Thanks
1-8 Evaluate the surface integral s. f(x, y, z) ds Vx2ty2 -vr+) 1. f(x, y, z) Z2; ơ is the portion of the cone z between the planes z 1 and z 2 1 2. f(x, y, z) xy; ơ is the portion of the plane x + y + z lying in the first octant. 3. f(x, y, z) x2y; a is the portion of the cylinder x2z2 1 between the planes...
5 and 6 please 5) Given the surface f(x, y, z) = 0 or z =...
5 and 6 please
5) Given the surface f(x, y, z) = 0 or z = f(x,y), find the tangent plane at P. a) z2 – 2x2 – 2y2 = 12 @ P=(1,-1,4) b) f(x,y) = 2x - 3xy3 @ 12,-1) c) f(x,y) = sin(x) @ (3,5) 6) Find an equation of the tangent plane and the equation of the normal line to surface f(x..zb=0 @P x2 + y2 + z2 = 9 P = (2,2,1)
Integrate the given function over the given surface. G(x,y,z) = x over the parabolic cylinder y...
Integrate the given function over the given surface. G(x,y,z) = x over the parabolic cylinder y = x205x< 12,0sz<2 Integrate the function. Sfax.y.z) do=0 (Type an integer or a simplified fraction.)
please show the work for the solution and use surface z = y and then set...
please show the work for the solution and use surface z = y and
then set up G(x,y,z) = z-y. Thanks!
Use Stokes Theorem to evaluate $F F. dr where F(x, y, z) = ryi+yzj+z?k and C is the intersection of the paraboloid z = x² + y² and the plane z = y with a counterclockwise orientation looking down the positive z-axis. HINT: The polar equation r = 2a sin 0, 0 <O< represents a circle with center (0,...
Evaluate the surface integral of the function G over the surface S. 15) G(x, y, z)-x z: S Is the surface of the wedge formed from the coordinate planes and the planes 15) X +z 4 and y 4 A) 128+ 64 320 320
Evaluate the surface integral of the function G over the surface S. 15) G(x, y, z)-x z: S Is the surface of the wedge formed from the coordinate planes and the planes 15) X +z 4...
Please do a step-by-step and clean solution
X: 0 1 2 3 4 5 Using the table, find the value of y = x^3-20x + 16 polynomial y: 16 -3 -16 -17 0 41 for 0.7 using the Gregory Newton relation. (Hint: use forward finite differences)
2. (20 marks) (a) Calculate the surface area of the graph of f(x,y) = x + 20y over the region R= {(x,y) e R2:1 < x < 4,2 sy s 2x} in the xy-plane. OV (b) Integrate the function g(x, y, z) = x +y +z over the surface that is described as follows: x = 2u – v, y = v + 2u, z= v – u Here u € [0,20), v € [0,21].
Consider the function f (x, y)=6-32 -32 (a) Determine the level curves for the surface when z 0,3, 6. Sketch these three level curves in the ry plane. (b) Determine the cross-sectional curves of the surface in the rz plane and in the yz plane. Sketch these two cross-sectional curves. (c) Sketch the surface z f(x, y) (d) What is the maximal domain and range of f? (e) Evaluate the double integral f(ar, y) da dy
Consider the function f...
Could you do number 4 please. Thanks
1-8 Evaluate the surface integral s. f(x, y, z) ds Vx2ty2 -vr+) 1. f(x, y, z) Z2; ơ is the portion of the cone z between the planes z 1 and z 2 1 2. f(x, y, z) xy; ơ is the portion of the plane x + y + z lying in the first octant. 3. f(x, y, z) x2y; a is the portion of the cylinder x2z2 1 between the planes...
5 and 6 please
5) Given the surface f(x, y, z) = 0 or z = f(x,y), find the tangent plane at P. a) z2 – 2x2 – 2y2 = 12 @ P=(1,-1,4) b) f(x,y) = 2x - 3xy3 @ 12,-1) c) f(x,y) = sin(x) @ (3,5) 6) Find an equation of the tangent plane and the equation of the normal line to surface f(x..zb=0 @P x2 + y2 + z2 = 9 P = (2,2,1)
Integrate the given function over the given surface. G(x,y,z) = x over the parabolic cylinder y = x205x< 12,0sz<2 Integrate the function. Sfax.y.z) do=0 (Type an integer or a simplified fraction.)
please show the work for the solution and use surface z = y and
then set up G(x,y,z) = z-y. Thanks!
Use Stokes Theorem to evaluate $F F. dr where F(x, y, z) = ryi+yzj+z?k and C is the intersection of the paraboloid z = x² + y² and the plane z = y with a counterclockwise orientation looking down the positive z-axis. HINT: The polar equation r = 2a sin 0, 0 <O< represents a circle with center (0,...
Most questions answered within 3 hours.
-
A 2180-kg car is slowed down uniformly from 24.6 m/s to 5.2 m/s
in 3.32 s....
asked 12 minutes ago -
Jesse’s Machining is looking to buy a new machine to handle a
new four-year contract for...
asked 18 minutes ago -
5. A slide mount of a fungal specimen is prepared. A slide and
coverslip are flame-sterilized....
asked 20 minutes ago -
A parallel plate capacitor has a charge Q, plates of area A and
separation d, where...
asked 23 minutes ago -
This question goes along with my test results for a psychology
seminar. The results were the...
asked 23 minutes ago -
A calorimeter contains 35.0 mL of water at 13.0 ∘C . When 1.40 g
of X...
asked 28 minutes ago -
[The following information applies to the questions
displayed below.]
Arndt, Inc. reported the following for 2021...
asked 29 minutes ago -
Equivalent Units of Conversion Costs
The Rolling Department of Kraus Steel Company had 2,370 tons in...
asked 35 minutes ago -
Genetic differences between closely related species are due to
changes at both synonymous and nonsynonymous sites...
asked 41 minutes ago -
Assignment:
Implement an 8 bit register in VHDL/Verilog using Model Sim
software. Show two test cases...
asked 46 minutes ago -
Think about the published number of fatalities in the
September 11th disaster in New York. Why...
asked 43 minutes ago -
Suppose you are very allergic to peanuts or even grass, and you
go into anaphylactic shock....
asked 44 minutes ago