Question 39
Please help, thank you
Question 39 Please help, thank you For the following integral, say whether Stokes' Theorem, the Divergence...
step by step please, thank you (2) Use Stokes' Theorem to evaluate the integral F.dr, where F(x, y, z) =< -Y, I, z > and where S is the upper hemispherical surface defined by z = v1- 2 - y2. The boundary of S is the curve C defined by Cos (t) y= sin (t) 0t 27 Z=0
please answer the following questions. if you can't answer all the questions, please answer one question per exercise. thank you. Section 13.8 Exercise3 Use Stokes' theorem to compute Ts curl F. dS, a) where F(r,y.z) (ry,,y+ 2) and S is the part of the elliptic paraboloid-(r2+ 4y2)+3 above the plane :- 2, oriented upwards. b) where F(z, y, z)-|y,-z-vy and s is the part of the part of the upper henni phere r2 +r + 5,#2 o inside of the...
Can you do 3 and 6 Determine whether the following assertions are true or false 1. The double integral JJDy2dA, where D is the disk x2 +y2く1, is equal to π/3 2. The iterated integral J^S 4drdy is equal to 3. The center of mass of the triangular lamina that occupies the region D- 10 4. The triple integral of a function f over the solid tetrahedron with vertices (0,0,0), x < 3,0 < y < 3-2) and has a...
Hi! I couldn't solve these questions. Thank you in advance for the help! 1) Let C be the square in the xy - plane bounded by the lines X= 71 g=0 and g=2 oriented counterclock wire when viewed from above, and suppose that Fligie). (x4 g) 1 - 2xy J. of Evaluate the line integral & F de directly, without using the States' Theoren b) Evaluate the line integral & F de using the Stoke' Theorem. 2) Let S be...
Question 1. Determine whether or not \(\mathrm{F}(x, y)=e^{x} \sin y \mathbf{i}+e^{x} \cos y_{\mathbf{j}}\) is a conservative field. If it is, find its potential function \(f\).Question 2. Find the curl and the divergence of the vector field \(\mathbf{F}=\sin y z \mathbf{i}+\sin z x \mathbf{j}+\sin x y \mathbf{k}\)Question 3. Find the flux of the vector field \(\mathbf{F}=z \mathbf{i}+y \mathbf{j}+x \mathbf{k}\) across the surface \(r(u, v)=\langle u \cos v, u \sin v, v\rangle, 0 \leq u \leq 1,0 \leq v \leq \pi\) with...
please help me to solve those problems. Thank you. Pretest: Work and the work-energy theorem Name ce blocks. A,B, and care placed on an elevator platform. Blocks s, and block A has less massin an ime the following questions, the positive y direction is upward. Blocks B and C have the same ons, use the convention that Consider the following motions of the elevator platform 1. The platform moves upward with constant speed a + y direction s they component...
Please answer both questions thank you. Question 39 (1 point) Translate the following conditions to Java, where x is an integer and s is a string. 1. x >= 6 2. x < 0 s is "Day" 3. S = "Day" x is at least 6 4. X == -7 DODO x is at most 6 5. x = -7 x is - 7 6. s.equals("Day") 7. x <= 6 x is not 27 8. X >O x is positive...
Please help! Really need help to solve this question. Thank you so much! 4. Consider a classical particle at temperature T. Suppose the Hamilton (i.e. the total energy) function H for the particle can be written as a sum of independent quadratic terms in the variables on which H depends. That is, if H -H(31,£2... ), then Here,5 could be a position or a momentum coordinate, and the a's are constants. As an example, 2 2 Px for a ID...
please help solve question 21 and question 22. thank you THE FOLLOWING REACTION SCHEME APPLIES TO QUESTIONS 21 AND 22 Jon + intos xor (2) Har Xothon QUESTION 21 [2] In the products of reaction (1), the halogen is on the less hindered carbon labelled (b) in the ether, and the oxygen remains on the more hindered carbon labelled (a). The reason for this is: 11 The reaction proceeds via an 2 mechanism, oxygen in the ether gets protonated first,...
please anwer this question as soo as possible. Thank you so much! Learning Journal Unit 3 The Learning Journal is a space where you should reflect on what was learned during the week and how it applies to your daily life and will help you with your life (career goals. For this week's assignment, you will build on the Unit 2 learning journal by using the information in the attached template located in this unit's on the main page. Download...