For Paper #2, write a 1-2 page (at least 300 words) reflection on:

• What was the process that you used in writing your argumentative focus assignment? How did that process work for you?
• How did the revision process go for you? What did you revise?
• What were your goals for writing and understanding this project? Do you feel you met those goals? If you had additional time to work on this project, what else would you do?

1. What is the difference between public and private placement of securities? ( 2 paragraphs)

2. What were the ramifications of the repeal of the Glass-Stegal Act?  Why are some parties trying to reinstate it? ( 2 paragraphs)

Given the following acids or bases. 1) H2PO4 -2 2) CH3NH3 a. Write the reactions for each of the above b. Write the K expressions for the reactions and look up the K for each of the above. c. What is the conjugate of each of the above? (there may be more than one) d. Write the reaction for the conjugate interacting with water. e. Write the K expressions for the reactions that involves the conjugate and calculate the value of the K.

1. List the 2 types of Not-for-Profit Entities and give an example of each.

2. Which type is the focus of the CPA Exam?

3. Who prescribes the accounting rules for Nongovernmental Not-for-Profits and VHWOs?

4. Which basis of accounting is used by nongovernmental not-for-profits and VHWOs?

5. Is Fund Accounting used by nongovernmental not-for-profits and VWHOs? If so, when is it appropriate to report on a fund basis?

6. What three categories of net assets are reported by nongovernmental not-for-profits and VHWOs?

7. Which user group imposes restrictions on resources?

8. GASB 35 applies to which nonprofits? List one of its requirements.

9. Nongovernmental Not-for-Profits and VHWOs report Expenses by function. List the two Functions presented.

10. Why is the aforementioned Expense classification required?

2. For the curve y = 3x / x^2-1 determine each of the following and use all of the information to draw its graph

and notate the information on it.
(a) Find the domain of the function, as well as any x or y intercepts and symmetry.

(b) Find all vertical (2 of them) and horizontal (1) asymptotes. Support your work with limits.

(c) Use the first derivative to determine the maximums, minimums and intervals of increase/decrease of f(x).

(d) Use the second derivative to determine the points of inflection and intervals of concavity of f(x).

(e) Sketch the graph of f(x) and annotate it as follows: Sketch the asymptotes as dashed lines.

Plot and label the maxes (M), mins (m) inflection points (IP) on the graph.

Label the intervals on the graph for each of the 4 types of basic shapes:
1 for concave up/inc
2 for concave up/dec

3 for concave down/inc

4 for concave down/dec

1. List the 2 types of Separation and briefly explain each:

2. Mergers and Acquisitions are changing the face of healthcare, from delivery to the work environment for staff. Briefly explain the difference between “merger” and “acquisition”.

3.What does the concept “Motivation is not a one-size-fits-all strategy“ mean? Explain briefly as it relates to a manager and his/her team.

​Time: Investment​ A:

Investment​ B:

0

A: − $2 million

B: − $2 million

1

A: $600,000

B: $1,000,000

2

A: $800,000

B: $800,000

3

A: $1,000,000

B: $600,000

An investor is considering the two investments shown above. Her cost of capital is 7​%. Which of the following statements about these investments is​ true?

1. The investor should take investment A since it has a greater internal rate of return​ (IRR).

2. The investor should take investment B since it has a greater net present value​ (NPV).

3. The investor should take investment A since it has a greater net present value​ (NPV).

4. The investor should take investment B since it has a greater internal rate of return​ (IRR).

The correct answer is The investor should take investment B since it has a greater net present value​ (NPV). Please can you show step by step how to get this answer and not use excel thank you.

In C++

2. Test Scores #2

Modify the program #1 to allow the user to enter name-score pairs. For each student taking a test, the user types a string representing the name of the student, followed by an integer representing the student's score. (use a structure) Modify the average-calculating function so they take arrays of structures, with each structure containing the name and score of a single student. In traversing the arrays, use pointers notation rather than array indices. (myArray->name or *(myArray).name) Make it a class. You will need a destructor because you are using dynamic arrays.

Let l:ax1+bx2 =c be a line where a^2+b^2 =1.Find the map f: R^2 →R^2 that represents the reflection about l.

Verify that the transformation f found in Problem 1 is an isometry.

1. Which involves an emission of greater energy in the H atom, an emission from n=5 to n=2 or a emission from n=4 to n=1? Explain.

2. Calculate the energy of transmission from n=3 to n=1. In what region of electromagnetic spectrum is this radiation found?

3. Excited H atoms give off radiation in the infrared region known by the Pfund series. It results when electrons fall from higher energy levels to n=5. Calculate the energy and the frequency of the lowest energy line in the series.

4. Consider the first 4 energy levels for the H atom where n= 1-4.

a)How many emission lines are possible?

b) Photons of highest energy are emitted in transition from n= _____ to n= _____.

c) Photons of lowest energy in transition from n= _____ to n= _____.