Reference no: EM13286446
Using feedback from your professor and classmates, revise Parts 1 and 2, and add Part 3. Plan to include visuals to illustrate the advantages of your proposed solution.
Write an eight to ten (8-10) page paper in which you:
Provide Part I: Revision of A Problem Exists (3-4 pages)
Revise your Persuasive Paper Part 1: A Problem Exists, using feedback from the professor and classmates.
Provide Part 2: Revision of Part 2: Solution to Problem and Advantages (3-4 pages)
Revise your Persuasive Paper Part 2: Solution to Problem and Advantages, using feedback from the professor and classmates.
Develop Part 3: Possible Disadvantages, Answers, with Visuals (1-2 pages, for 7-9 total pages)
Include a defensible, relevant thesis statement in the first paragraph.
State, explain, and support the first disadvantage (economic, social, political, environmental, social, equitable, ethical/moral, etc.) to your solution and provide a logical answer. This should be one (1) paragraph.
State, explain, and support the second (and third if desired) disadvantage (economic, social, political, environmental, social, equitable, ethical/moral, etc.) to your solution and provide a logical answer. This should be one or two (1-2) paragraphs.
Include one or two (1or 2) relevant visuals that help illustrate an advantage.
Use effective transitional words, phrases, and sentences.
Provide a concluding paragraph to summarize the proposed solution, its advantages, possible disadvantages, and answers to the disadvantages. Repeat or paraphrase your thesis statement.
Develop a coherently structured paper with an introduction, body, and conclusion.
Use one (1) or more rhetorical strategy (ethos, logos, pathos) to explain claims.
Support disadvantages and answers with at least two (2) additional quality relevant references. Use at least eight (8) total for Parts 1, 2, and 3.
Attachment:- 202405_1_Assignment-4.docx
|
Provide solutions for the questions in each tab
: Please review the attached file and provide solutions for the questions in each tab (In Bold) and answers to be selected in light blue.
|
|
What is the accounting break-even level
: A financial calculator costs $10 per unit to manufacture and can be sold for $30 per unit. If the plant lasts for 4 years and the cost of capital is 20%, what is the accounting break-even level?
|
|
Find the current i in the counter-clockwise direction
: A ring conductor of radius 1 m is located on the xy-plane, centered at (0, 0, 0), and carries a current of 1 A in the counter-clockwise direction. A line conductor parallel to the y-axis and passing through (1, 0, 1) carries an unknown current I.
|
|
By how much does the required return on the riskier stock
: By how much does the required return on the riskier stock exceed the required return on the riskier stock exceed that on the less risky stock? Round your answer to two decimal places.
|
|
Relevant thesis statement in the first paragraph
: State, explain, and support the first disadvantage (economic, social, political, environmental, social, equitable, ethical/moral, etc.) to your solution and provide a logical answer. This should be one (1) paragraph.
|
|
Explain formula the chemical species present in solution
: Calculate the pH after the addition of 0.0 mL, 5.0 m, 10,0 mL, and 20,0 mL NaOH. At each of these three points, indicated by formula the chemical species present in solution
|
|
Find b in vector form at a magnetic dipole mux
: A magnetic dipole mux of infinitesimal radius is located at (1, 0, 0). The magnitude of B at the origin (0, 0, 0) is 2.5 T. Find B in vector form at (3, 0, 0).
|
|
Determine the present value of the bonds cash flows
: The Garcia Company's bonds have a face value of $1,000, will mature in 10 years, and carry a coupon rate of 16 percent. Assume interest payments are made semiannually.
|
|
Determine all points on the z-axis such that bx of line
: Two line conductors carry currents of 1 A and 2 A respectively. The first conductor is on the x-axis, while the other is parallel to the y-axis, and passes through the point (0, 0, 1 m). Find all points on the z-axis such that Bx = -By.
|