Answered: A vector function is given as Z A = fr²… | bartleby

Related questions

Question

A vector function is given as
Z
-cos +22rz²
r
A = fr² sin þ +
What is the result of A ds over the hollow cylinder
surfaces shown in the figure?
Note: You can use the Divergence Theorem.
a = 3, b = 6, and h
Answer:
=
5
r = b
Z
r=a
>X

Expert Solution

Step by step

Solved in 3 steps with 3 images

SEE SOLUTION Check out a sample Q&A here

Blurred answer

Similar questions

pls solve and write the solution in a paper
A solid sphere with mass m and radius a starts moving from point A above the resident hemisphere to radius 3a from the stationary state and always descends on the surface of the hemisphere with full rotation (according to the figure). Corner energy of the whole solid sphere just before separation How many times mga is the surface area of the resident hemisphere?
For the inner product (øl4) the left side o always be the conjugate value True False
Find the angle between vectors A = 3i – 2; and B =4j – 4i using the definition of dot product. %3D Select one: O 168.7° O 11.31° 63.43° 78.69°
pls answer together with the sub questions
Topic: Functions of a complex variable Find the real and imaginary parts u(x, y) and v(x, y) of the following functions. Write it neatly and with complete details.
Problem 3: Consider the linear chain of carbon atoms shown in Fig.1. for example it can be a chain of hydrocarbons with alternating single and double bonds such as C=C-C=C-C=C-C AA (2) (3) (4) (5) (0) (1) (2) (3) (a) What is the lattice vector? What is the basis? Specify the coordinates using b=a/4
5. Suppose there exists a functional relationship among three independent coordinates, x, y, z, such that f(x, y, z.) = 0. Taking x as a function of y and z, the exact differential, dr, in terms of partial derivatives with respect to y and z is given by de =| dy + de. (a) In a similar fashion, write down the exact differential, dy in terms of partial derivatives with respect to x and z. (b) By making use of the answer in (a) and the expression of dr given above, show that dr = dr+ (c) Argue how you would obtain the relation 1 based on the equation shown in (b). (d) Argue how you would obtain the relation = 0 based on the equation shown in (b). (e) Based on the relations in (a) to (d) above, show =-1.
Vector analysis
Use the chain rule for multivariable functions to find where ay f(u, v) = u + v, u(x, y, z) = x²+y, and v(x, y, z) = =-y %3D
i need the answer quickly