Management

Task 2
A. Compute the top 10% value and the bottom 10% value of the household’s annual after-tax income (Ataxlnc). What do these two values imply in terms of the distribution of the after-tax income?
B. The series OwnHouse represents whether a household owns a house or not, that is a qualitative variable. Find the proportion of the households who own a house in your sample and use this proportion to find the probability that any three of the five randomly chosen households will own a house.
C. Draw a scatter plot of the natural log of total expenditures against the natural log of after-tax income, that is, In(Texp) against In(Ataxinc) and compute the coefficient of correlation. Express your finding of the linear relationship between the two variables.
Task 3
A. Construct a contingency table between the gender and the level of education.
B. What is the probability that a random head of a household is a male and his higher level of education is Master?

Science/Math

Joey is one of several winners who shared a lottery ticket. There are three plans offered to receive the after-tax proceeds.a. Plan 1: $100,000 now.b. Plan 2: $15,000 per year for 8 years beginning 1 year from now.c. Plan 3: $45,000 now, another $45,000 four years from now, and a final$45,000 eight years from now.Joey, a quite conservative person financially, plans to invest all of the proceeds as he receives them. He expects to make a real return of 6% per year. Use the 8-year time frame and an average inflation of 4% per year to determine which plan provides the best deal.

Engineering

Consider the structure shown in Figure 5. The magnitude of force F is 928N. The supports at C, D and E are ball and socket supports. a) Find an equivalent system where there is only a single force vector and a single couple vector that act at point D b) Draw a free body diagram of the whole structure c) Determine if the structure is statically indeterminate d) If the structure is statically indeterminate, what is the degree of redundancy e) Determine the reactions at the three supports (If the structure is statically indeterminate, find as many as you can)

Accounting

Assets
Cash $261,180 $246,040
Accounts receivable (net) 94,620 88,370
Inventories 267,100 261,640
Investments 0 101,360
Land 137,000 0
Equipment 294,690 231,310
Accumulated depreciation—equipment (68,990) (62,380)
Total assets $985,600 $866,340
Liabilities and Stockholders’ Equity
Accounts payable (merchandise creditors) $178,390 $170,670
Accrued expenses payable (operating expenses) 17,740 22,520
Dividends payable 9,860 7,800
Common stock, $10 par 53,220 42,450
Paid-in capital in excess of par—common stock 200,080 117,820
Retained earnings 526,310 505,080
Total liabilities and stockholders’ equity $985,600 $866,340

Additional data obtained from an examination of the accounts in the ledger for 20Y9 are as follows:

  1. Equipment and land were acquired for cash.
  2. There were no disposals of equipment during the year.
  3. The investments were sold for $118,590 cash.
  4. The common stock was issued for cash.
  5. There was a $61,950 credit to Retained Earnings for net income.
  6. There was a $40,720 debit to Retained Earnings for cash dividends declared.

Required:

Prepare a statement of cash flows, using the indirect method of presenting cash flows from operating activities. Use the minus sign to indicate cash outflows, cash payments, decreases in cash, or any negative adjustments.

Merrick Equipment Co.
Statement of Cash Flows
For the Year Ended December 31, 20Y9
Cash flows from (used for) operating activities:
$
Adjustments to reconcile net income to net cash flow from operating activities:
Changes in current operating assets and liabilities:
Net cash flow from operating activities $
Cash flows from (used for) investing activities:
$
Net cash flow used for investing activities
Cash flows from (used for) financing activities:
$
Net cash flow from financing activities
$
Cash balance, January 1, 20Y9
Cash balance, December 31, 20Y9

Economics

Wild Wear makes clothing, rain gear, and sleeping bags for hikers and other outdoor enthusiasts. The company began when Myrtle Kelly began sewing pile jackets that her husband Ray sold on college campuses. It now employs almost five hundred people organized into traditional divisions such as marketing, manufacturing, and research and development.
Recently it became apparent that although Wild Wear’s balance sheet appeared healthy, the company was stagnant. Everyone seemed to work hard, and the company’s products seldom flopped. Yet Wild Wear seemed to have developed a “me too” posture, bringing new products to market a season or a full year after competitors.

The Kellys, who still run the company, pored over performance appraisals looking for the weak points that might be holding the company back. But it seemed that the human resources department had been doing its work. R&D was coming up with a respectable number of new products, the manufacturing facility was modern and efficient, and the marketing tactics often won praise from customers.
Baffled, the Kellys called a meeting of middle-level managers, hoping they could provide some answers they had missed. They were shocked when they noticed that the managers were introducing themselves as they came in and sat down. People who had been working in the same company for years had never even met! The meeting began with this observation, and for ninety minutes the Kellys sat back and listened to the problems their managers raised.
It became clear that in the attempt to grow from a family operation into a larger company, the Kellys had assumed the two needed to be very different. When they started out, the two of them handled all aspects of the business. Ray would hear from a customer that backpackers really needed a certain product. He would pass the idea on to Myrtle and order the materials she needed, and within a few weeks he would offer the product to the delighted customer. As the company grew, the Kellys began to worry about their lack of formal business training and hired professionals to run each division and set up appropriate rules and procedures.
What they had created, the middle managers informed them, was a number of very efficient, productive divisions that might as well have been separate companies. The R&D people might come up with a new breathable fabric for rain gear, only to find that production had just begun making a new rainwear line out of the old fabric and that marketing was turning all its attention to selling the big inventory of sleeping bags. Each division did the best it could with the information it had, but that information was very incomplete. Products progressed linearly from one division to the next, but it always seemed as though an idea that had been ahead of its time did not yield a product until the time had passed.
To remedy the problem, the Kellys decided to call in a management consultant to review and assess the organization and make a recommendation for moving forward. You are that consultant.

ASSIGNMENT

To fully complete this case assignment, please read and analyze the assigned case. Be sure to speak in OB language throughout to reflect your knowledge of the terminology and concepts covered this week. Your response must be numbered as outlined below, and provide the following:

Finance

The manufacturer of a product that a variable cost of $2.50 per unit and total fixed cost of $125,000 wants to determine the level of output necessary to avoid losses.

a. what level of sales is necessary to break, even if the product is sold for $4.25? what will be the manufacturer’s profit or loss on the sales of 1000,00 units?

b.If fixed costs rise to $175,000, what is the new level of sales necessary to break even?

c.If variable cost decline to $2.25 per unit, what is the new level of sales necessary to break even?

d. If fixed cost were to increase to $17,000, while variable cost declined to $2.25 per unit, what is the new break-even level of sales?

e. If a major proportion of fixed costs were noncahs (depreciation), would failure to achieve the break-even level of sales imply that the firm cannot pay its current obligation as they come due? Suppose $100,000 of the above fixed cost $125,000 werre depreciation expense. what level of sales would be the cash break-even level of sales?

please can you give each detail.

Computer Science

;

bag.clear();

cout << “”isEmpty: returns “” << bag.isEmpty()

<< “”; should be 1 (true)”” << endl;

} // end bagTester


int main()

{

DLinkedBag bag;

cout << “”Testing the Link-Based Bag:”” << endl;

cout << “”The initial bag is empty.”” << endl;

bagTester(bag);

cout << “”All done!”” << endl;

return 0;

} // end main

In a doubly linked list, each node can point to the previous node as well as to the next node. Figure 4-10 shows a doubly linked list and its head pointer. Define a class DoublyLinkedBag using C++ that implements the ADT bag by using a doubly linked list as shown in Figure 4-10.

In a doubly linked list, each node can point to the previous node as well as to the next node....

[Hint: you need to define a class to represent a node in a doubly linked list by modifying the node class we used for linked base implementation of ADT Bag]

Requirement:

+ Create the header DLinkedBag.h to implemented ADT Bag.

+ Use the following program to test your ADT Bag implemented by doubly linked list.

// This program tests the ADT Bag class which is implemented by a doubly

// linked list.

#include

#include

#include “DLinkedBag.h” //doubly linked list bag

using namespace std;

void displayBag(const DLinkedBag& bag)

{

cout << “The bag contains ” << bag.getCurrentSize()

<< ” items:” << endl;

vector bagItems = bag.toVector();

int numberOfEntries = (int)bagItems.size();

for (int i = 0; i < numberOfEntries; i++)

{

cout << bagItems[i] << ” “;

} // end for

cout << endl << endl;

} // end displayBag

void bagTester(DLinkedBag& bag)

{

cout << “isEmpty: returns ” << bag.isEmpty()

<< “; should be 1 (true)” << endl;

displayBag(bag);

string items[] = { “one”, “two”, “three”, “four”, “five”, “one” };

cout << “Add 6 items to the bag: ” << endl;

for (int i = 0; i < 6; i++)

{

bag.add(items[i]);

} // end for

displayBag(bag);

cout << “isEmpty: returns ” << bag.isEmpty()

<< “; should be 0 (false)” << endl;

cout << “getCurrentSize: returns ” << bag.getCurrentSize()

<< “; should be 6” << endl;

cout << “Try to add another entry: add(“extra””) returns “”

<< bag.add(“”extra””) << endl;

cout << “”contains(“”three””): returns “” << bag.contains(“”three””)

<< “”; should be 1 (true)”” << endl;

cout << “”contains(“”ten””): returns “” << bag.contains(“”ten””)

<< “”; should be 0 (false)”” << endl;

cout << “”getFrequencyOf(“”one””): returns “”

<< bag.getFrequencyOf(“”one””) << “” should be 2″” << endl;

cout << “”remove(“”one””): returns “” << bag.remove(“”one””)

<< “”; should be 1 (true)”” << endl;

cout << “”getFrequencyOf(“”one””): returns “”

<< bag.getFrequencyOf(“”one””) << “” should be 1″” << endl;

cout << “”remove(“”one””): returns “” << bag.remove(“”one””)

<< “”; should be 1 (true)”” << endl;

cout << “”remove(“”one””): returns “” << bag.remove(“”one””)

<< “”; should be 0 (false)”” << endl;

cout << endl;

displayBag(bag);

cout << “”After clearing the bag