Given a list of positive integers c[0...n − 1], and a positive integer v, decides whether we can use numbers from c[0...n − 1] to make a sum of v, allowing any particular number in the list to be used multiple times. Or, mathematically, this means that there exists non-negative integer coefficients, x0, x1, ..., xn−1, such that v = x0c[0] + x1c[1] + ...xn−1c[n − 1].

For example, given c[0...3] = {2, 4, 6, 10}, and v = 17, the function shall return false, as it’s impossible to use numbers from c to add up to 17.

Given c[0...3] = {2, 4, 6, 10}, and v = 34, the function shall return true, as 34 can be expressed as 17 2’s added up (there are other ways to make value 34 as well).

Based upon the pseudocode given at the end,

(a) implement and test the following C++ function (minimally, you shall test the function with examples given above.

       /* Return true if v can be expressed as sums of values from coins (repetition is allowed)
       @param coins is a vector of positive int values
       @param v is a positive int
       @return true if v can be written as a sum of values from coins, return false otherwise

       */
       bool CoinChange (vector<int> coins, int v)

(b) In comment of your code, provide a tracing of the function’s execution with input: coins[0...3] = {3, 4, 6, 10}, and v = 14. You should:

• list in order the recursive calls made, with the parameters passed and values returned for each call.

• Comment on when backtracking happens.

Pseudocode

/*
Return true if v can be expressed as sum of values from c[0...n-1] @param c[0...n-1]: stores n positive integers
@param v: non-negative integers

2

*/
bool CoinChange (c[0...n-1], v) {

if (v==0)

for i=0 to n-1: if (c[i]==v)

//fill in the blank here

 //fill in the blank here

else if (c[i]<v)
//Think: if we include c[i] to make change amount of
// v, then we only need to make change amount of _____
if (CoinChange (c, ) == True): //fill in the parameter for the

                   return true; //function call above

    // If we haven’t returned true by now, return false
    return false;

}

Henry Hawkins uses an accrual-based accounting system. That means they report sales revenues on the income statement in the period the revenues are earned and they report expenses on the income statement in the period the expenses were incurred to earn the revenue.

Based on the following information, calculate the cash received from customers for 2016.

Sales for 2016 (all on account) $1,545,000

Accounts receivable, January 1, 2016 $81,600

Accounts receivable, December 31, 2016 $100,800

Cash received from customers in 2016

Assume that the only thing happening in Accounts Payable is the purchase and payment of inventory. Based on the following information, calculate the cash paid for inventory for 2016:

Cost of goods sold $525,000

Inventory, January 1, 2016 $158,600

Accounts payable, January 1, 2016 $66,700

Inventory, December 31, 2016 $130,400

Accounts payable, December 31, 2016 $82,000

Cash paid for inventory in 2016

Ascorbic asic (0.0100 M) was added to 10.0 mL of 0.0200 M Fe3+ at pH = 0.30, and the potential was monitored with Pt and saturated Ag/AgCl electrodes.

Dehydroascorbic acid + 2H⁺ + 2e^- --> ascorbic acid + H₂O (E^o = 0.390 V)

Using E^o = 0.767 V for the Fe³⁺/Fe²⁺ couple, calculate the cell voltage when 5.0, 10.0, and 15.0 mL of ascorbic acid have been added.

Correct answers are: 0.570 V, 0.307 V, and 0.184 V but not sure how to get there

Problem 2.3 Suppose that we take the universal set U to be the integers. Let S be the even integers, letT be the integers that can be obtained by tripling any one integer and adding one to it, and let V be the set of numbers that are whole multiples of both two and three.

(i) Write S, T, and V using symbolic notation.

(ii) ComputeS∩T, S∩V andT∩V and give symbolic representations that do not use the symbols S, T, or V on the right-hand side of the equals sign.

Some reasons firms internationalize are ___________

I. Narcissistic CEOs
II. Trade barriers
III. Imperfect Labor Markets
IV. Intangible Assets
V. Vertical Integration
VI. Product Life Cycle
VII. Ethnocentrism

Group of answer choices

A)I, II, III, V, VI

B)II, III, IV, V, VI

C)I, II, III, IV, V, VI, VII

D)II, III, IV, V, VI, VII

E)I, II, III, IV only

Consider a particle with initial velocity v? that has magnitude 12.0 m/s and is directed 60.0 degrees above the negative x axis.

A) What is the x component v? x of v? ? (Answer in m/s)

B) What is the y component v? y of v? ? (Answer in m/s)

C) Now, consider this applet. Two balls are simultaneously dropped from a height of 5.0 m.How long tg does it take for the balls to reach the ground? Use 10 m/s2 for the magnitude of the acceleration due to gravity.

Exercise 10.7. On Jul 31, 2016, the payroll register of Reed Wholesale Company showed the following totals for the month: gross earnings, $39,600; social security tax, $2,455.20; Medicare tax, $574.20; income tax, $3,135.16; and net amount due, $33,435.44. Of the total earnings, $31,258.46 was for sales salaries and $8,341.54 was for office salaries. Prepare a general journal entry to record the monthly payroll of the firm on July 31, 2016. Use 20 as the page number for the general journal.

Problem 10.2A. City Place Movie Theaters has four employees and pays them on an hourly basis. During the week beginning June 24 and ending June 30, 2016, these employees worked the hours shown below. Information about hourly rates, marital status, withholding allowances, and cumulative earnings prior to the current pay period also appears below.

Instructions

1. Enter the basic payroll information for each employee in a payroll register. Record the employee’s name, number of withholding allowances, marital status, total and overtime hours, and regular hourly rate. Consider any hours worked beyond 40 in the week as overtime hours.
2. Compute the regular, overtime, and gross earnings for each employee. Enter the figures in the payroll register.
3. Compute the amount of social security tax to be withheld from each employee’s earnings. Assume a 6.2 percent social security rate on the first $113,700 earned by the employee during the year. Enter the figures in the payroll register.
4. Compute the amount of Medicare tax to be withheld from each employee’s earnings. Assume a 1.45 percent Medicare tax rate on all salaries and wages earned by the employee during the year. Enter the figures in the payroll register.
5. Determine the amount of federal income tax to be withheld from each employee’s total earnings. Use the tax tables in Figure 10.2 on pages 309-310. Enter the figures in the payroll register.
6. Compute the net pay of each employee and enter the figures in the payroll register.
7. Total and prove the payroll register.
8. Prepare a general journal entry to record the payroll for the week ended June 30, 2016. Use 15 as the page number for the general journal.
9. Record the general journal entry to summarize payment of the payroll on July 3, 2016.

Analyze: What are Nelda Anderson’s cumulative earnings on June 30, 2016?

Obtain the supporting information from your Portfolio Project option. You will also use the Schedule A template included under that same option as applicable. If Schedule A is not applicable, state so on the form.

Show all calculations within the cells of the template. This means that you must use formulas and links so that your thought process can be examined. Make good use of comments to convey your thought process as well. No hard coding of solutions. Submit a single MS Excel file for grading.

Review the Portfolio Project Milestone Rubric to understand how you will be graded on the project.

The deliverables are as follows:
The completed Form 1040-Schedule A template.

Case:

Schedule A:

Form 1040

4. Let’s assume that your experiment in question 3 shows co-localization. However, your advisor suggests that co-localization is not the same things as demonstrating protein-protein interactions between protein X and protein Y. She’s right. Propose a different experiment that can determine if these proteins actually interact as opposed to just co-localize. As always, describe the experiment, the expected data, and the controls you’d use.

Propose a new 'enzyme exercise' which could be adapted to online learning (i.e, perhaps an experiment that can be conducted in the kitchen). The experiment teaches the main concepts about enzymes and you describe an experiment with independent and dependent variables and controls. Feel free to submit something you found online and suggest modifications. Make sure to reference your sources. You may use your lab manual as a reference.