Use Gausss law in integral form to show that an inverse distance field in spherical coordinates, D
Question:
Use Gauss’s law in integral form to show that an inverse distance field in spherical coordinates, D = Aar /r , where A is a constant, requires every spherical shell of 1 m thickness to contain 4πA coulombs of charge. Does this indicate a continuous charge distribution? If so, find the charge density variation with r.
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Answer rating: 62% (8 reviews)
Use Gausss law in integral form to show that an inverse distance field in spher...View the full answer
Answered By
Ashington Waweru
I am a lecturer, research writer and also a qualified financial analyst and accountant. I am qualified and articulate in many disciplines including English, Accounting, Finance, Quantitative spreadsheet analysis, Economics, and Statistics. I am an expert with sixteen years of experience in online industry-related work. I have a master's in business administration and a bachelor’s degree in education, accounting, and economics options.
I am a writer and proofreading expert with sixteen years of experience in online writing, proofreading, and text editing. I have vast knowledge and experience in writing techniques and styles such as APA, ASA, MLA, Chicago, Turabian, IEEE, and many others.
I am also an online blogger and research writer with sixteen years of writing and proofreading articles and reports. I have written many scripts and articles for blogs, and I also specialize in search engine
I have sixteen years of experience in Excel data entry, Excel data analysis, R-studio quantitative analysis, SPSS quantitative analysis, research writing, and proofreading articles and reports. I will deliver the highest quality online and offline Excel, R, SPSS, and other spreadsheet solutions within your operational deadlines. I have also compiled many original Excel quantitative and text spreadsheets which solve client’s problems in my research writing career.
I have extensive enterprise resource planning accounting, financial modeling, financial reporting, and company analysis: customer relationship management, enterprise resource planning, financial accounting projects, and corporate finance.
I am articulate in psychology, engineering, nursing, counseling, project management, accounting, finance, quantitative spreadsheet analysis, statistical and economic analysis, among many other industry fields and academic disciplines. I work to solve problems and provide accurate and credible solutions and research reports in all industries in the global economy.
I have taught and conducted masters and Ph.D. thesis research for specialists in Quantitative finance, Financial Accounting, Actuarial science, Macroeconomics, Microeconomics, Risk Management, Managerial Economics, Engineering Economics, Financial economics, Taxation and many other disciplines including water engineering, psychology, e-commerce, mechanical engineering, leadership and many others.
I have developed many courses on online websites like Teachable and Thinkific. I also developed an accounting reporting automation software project for Utafiti sacco located at ILRI Uthiru Kenya when I was working there in year 2001.
I am a mature, self-motivated worker who delivers high-quality, on-time reports which solve client’s problems accurately.
I have written many academic and professional industry research papers and tutored many clients from college to university undergraduate, master's and Ph.D. students, and corporate professionals. I anticipate your hiring me.
I know I will deliver the highest quality work you will find anywhere to award me your project work. Please note that I am looking for a long-term work relationship with you. I look forward to you delivering the best service to you.
3.00+
2+ Reviews
10+ Question Solved
Related Book For
Question Posted:
Students also viewed these Physics questions
-
Repeat Problem 3.8, but use D = and take an appropriate volume integral. In Problem Use Gausss law in integral form to show that an inverse distance field in spherical coordinates, D = Aa r /r ,...
-
In this problem, you can show from Coulomb's law that the constant of proportionality in Gauss's law must be 1/0. Imagine a sphere with its center at a point charge q. (a) Write an expression for the...
-
A thin, flat sheet of charge has a uniform surface charge density (/2 on each side). (a) Sketch the field lines due to the sheet. (b) Sketch the field lines for an infinitely large sheet with the...
-
Cost-Volume-Profit (CVP) analysis can be used to determine the effect of changes in costs and volumes on a company's net profits. This project assignment assumes that you are newly hired as an...
-
A survey asked people in five countries "How important is having control over people and resources to you?" There were about 1500 respondents per country. The percent who responded that it was of...
-
This is really an odd situation, said Jim Carter, general manager of Highland Publishing Company. We get most of the jobs we bid on that require a lot of press time in the Printing Department, yet...
-
Discuss the various benefits of integrating value and risk management processes.
-
Direct materials and manufacturing labor variances, solving unknowns (CPA, adapted) On May 1, 2009, Bovar Company began the manufacture of a new paging machine known as Dandy. The company installed a...
-
(a) Find the rate of flow upwards through the paraboloid z = 9- -1(x + y) where x + y <36 if a fluid with density, p = 3200 flows with velocity field given as v(x, y, z) = yi+j+zk. (Hints: Rate of...
-
Consider the regression model Yi = 0 + 1Xi + ui. (a) Suppose you know that 0 = 0. Derive a formula for the least squares estimator of 1. (b) Suppose you know that 0 = 4. Derive a formula for the...
-
Volume charge density is located in free space as = 2e 1000r nC/m 3 for 0 < r < 1 mm, and = 0 elsewhere. (a) Find the total charge enclosed by the spherical surface r = 1 mm. (b) By using Gausss...
-
A uniform volume charge density of 80 C/m 3 is present throughout the region 8 mm < r < 10 mm. Let = 0 for 0 < r < 8 mm. (a) Find the total charge inside the spherical surface r = 10 mm. (b) Find...
-
a.-g. For the data on DIST (Y) and MPH (X) in Problem 7 in Chapter 5, use the following information to answer the same questions as in parts (a) through (g) of Problem 2. Degree 1 fit: = -122.345 +...
-
Besides the effect on the tax rates that will apply, filing status also has an impact on the amount of the standard deduction that is allowed. A taxpayer who is unmarried or separated from their...
-
Dave borrowed $600 on January 1, 2022. The bank charged him a $8.00 service charge, and interest was $47.20. If Dave paid the $600 in 12 equal monthly payments, what was the APR? Note: Do not round...
-
You are considering an investment in Eicher Motors stock and wish to assess the firm's long - term debt - paying ability and its use of debt financing. All of the ratios can be used to assess...
-
If the future value of an ordinary, 6-year annuity is $9,100 and interest rates are 9.5 percent, what's the future value of the same annuity due? (Round your answer to 2 decimal places.)
-
Required information [The following information applies to the questions displayed below.] George and Wanda received $30,500 of Social Security benefits this year ($11,700 for George; $18,800 for...
-
Use the ordinary annuity formula to determine the accumulated amount in each annuity. Round all answers to the nearest cent. $1200 invested annually for 30 years at a 3.5% interest rate compounded...
-
Determine the volume of the parallelepiped of Fig. 3.25 when (a) P = 4i 3j + 2k, Q = 2i 5j + k, and S = 7i + j k, (b) P = 5i j + 6k, Q = 2i + 3j + k, and S = 3i 2j + 4k. P
-
If show that (a) E[X 2n ] = 1 · 3 · 5 ··· (2n - 1) Ï 2n , for n = 1,2,... (b) E[X 2n-1 ] = 0 for n = 1,2,... fx(x) -(2 ') exp 22
-
The random variable has pdf where u(x) is the unit step. Determine the mean and the variance of the random variable thus defined. fx(x) = ;5(x 5) + lu(x 4) u(x 8)]
-
Two random variables X and Y have means and variances given below: m x = 1 2 x = 4 m y = 3 2 y = 7 A new random variable Z is defined as Z = 3X - 4Y Determine the mean and variance of Z for each of...
-
Shakespearenever fails to stun an audience with a complex yet entertaining character. HisplayofMacbethis no exception. One might judge Macbeth to be the valiant hero of the play, to the audiences...
-
In the context of performance management in not-for-profit organizations, Discuss the difference between objectives, Outputs, outcomes, and impact. Give an example of an objective, an output, And an...
-
Evidence is used to make a decision whenever the decision follows directly from the evidence (Tingling & Brydon, 2010). This is where so many people get it wrong or going by their personal beliefs or...
Study smarter with the SolutionInn App