Questions
On January 1, Investor purchased a 9 year, $400,000; 4% note from Borrower. The yield (market...

On January 1, Investor purchased a 9 year, $400,000; 4% note from Borrower. The yield

(market interest rate) at the time of issuance was 9%, compounded annually. (record at present values)

For Investor:

  1. Record the journal necessary on January

2. Record the journal entry necessary on December 31.

(Assuming no additional entries were made since January 1)

3.Record the journal necessary on the following January 1.

For Borrower:

4. Record the journal necessary on January 1.

5.Record the journal necessary on December 3

6.Record the journal necessary on the following January 1.

In: Accounting

1. Determine the Pearson product-moment correlation coefficient for the following data. x 1 11 9 7...

1. Determine the Pearson product-moment correlation coefficient for the following data.

x

1 11 9 7 4 3 2

y

10 4 4 5 7 7 8

Correlation coefficient, r = enter the Correlation coefficient rounded to 3 decimal places

2.

People in the aerospace industry believe the cost of a space project is a function of the mass of the major object being sent into space. Use the following data to develop a regression model to predict the cost of a space project by the mass of the space object. Determine r2 and se.

Weight (tons)

Cost ($ millions)

1.897

$ 53.6

3.019

184.8

0.453

6.4

0.960

23.5

1.058

34.3

2.100

110.4

2.394

104.6


*(Do not round the intermediate values. Round your answers to 4 decimal places.)
**(Round the intermediate values to 4 decimal places. Round your answer to 3 decimal places.)



ŷ = enter a number rounded to 4 decimal places  * + enter a number rounded to 4 decimal places * x
r2 = enter a number rounded to 3 decimal places  **
se = enter a number rounded to 3 decimal places

In: Statistics and Probability

How would I modify this Python Program to include two different if statement structures? "For this...

How would I modify this Python Program to include two different if statement structures? "For this program, decisions may include adding different charges to a tables' check based on what the diner orders, and/or deciding when to quit the program, among other possibilities. "

def display_menu_items():
   print("item cost")
   print("1.item-1 5")
   print("2.item-2 10")
   print("3.item-3 15")
   print("4.item-4 50")
   print("5.item-5 25")
   print("6.item-6 2")
   print("7.item-7 26")


def main():
   print("Enter -1 to quit manager or any other number to continue")
   enter_to_quit=int(input())
   if (enter_to_quit==-1):
       quit()
   print("enter table number")
   table_number=int(input())
  
   print("enter no.of diners (maximum limit 4)")
   number_of_diners=int(input())
  
   print("select an item and enter -1 to exit")
   items=[]
   item_number=[]
   select=0
   ch=[0,5,10,15,50,25,2,26]
   display_menu_items()
  
   while ( select is not -1):
       items.append(ch[select])
       item_number.append(select)
       select=int(input())
  
   total_items_cost=0
  
   for i in items:
       total_items_cost=total_items_cost+i
  
   print("Total cost without tax =",total_items_cost)
   total_cost=total_items_cost+(total_items_cost/100)*8
  
   print("cost for individual diner =",total_cost/number_of_diners)
   print("total cost with tax = ",total_cost)
   print("suggestions for tip 1.10% 2.15% 3.20% 4.25% ")
  
   tip=int(input())
   tip_list=[10,15,20,25]
   total_tip=tip_list[tip]
   total_tip=(total_cost/100)*total_tip
  
   print("table information")
   print("table no:- ",table_number)
   print("selected items:-")
  
   item_list=["item-1","item-2","item-3","item-4","item-5","item-6","item-7"]
  
   for i in range(1,len(items)):
       print(item_list[item_number[i]-1])
   print("total cost= ",total_cost)
   print("tip= ",total_tip)
   print("total cost with tip= ",total_cost+total_tip)
   main()

In: Computer Science

Question 1 (1 point) Airline companies recognize that empty seats represent lost revenues that can never...

Question 1 (1 point)

Airline companies recognize that empty seats represent lost revenues that can never be recovered. To avoid losing revenues, the companies often book more passengers than there are available seats. Then, when a flight experiences fewer no-shows than expected, some passengers are 'bumped' from their flights (are denied boarding). Incentives are provided to encourage passengers to give up their reserved seat voluntarily, but occasionally some passengers are involuntarily bumped from the flight. Obviously, these incidents can reflect poorly on customer satisfaction. Suppose Southwest Airlines would like to estimate the true proportion of involuntarily bumped passengers across all domestic flights in the industry. In a pilot sample of 863 domestic passengers, 259 were involuntarily bumped. What is the estimate of the population proportion and what is the standard error of this estimate?

Question 1 options:

1)

The true population proportion is needed to calculate this.

2)

Estimate of proportion: 0.3, Standard error: 0.0156.

3)

Estimate of proportion: 0.7, Standard error: 0.0005.

4)

Estimate of proportion: 0.7, Standard error: 0.0156.

5)

Estimate of proportion: 0.3, Standard error: 0.0005.

Question 2 (1 point)

Approximately 43.73% of all businesses are owned by women. If you take a sample of 180 businesses in Michigan, what is the probability that less than 45.32% of them would be owned by women?

Question 2 options:

1)

0.6664

2)

0.3336

3)

9.8370

4)

0.5000

5)

>0.999

Question 3 (1 point)

Fill in the blank. In a drive thru performance study, the average service time for McDonald's is 217.32 seconds with a standard deviation of 8.5 seconds. A random sample of 62 times is taken. There is a 26% chance that the average drive-thru service time is greater than ________ seconds.

Question 3 options:

1)

There is not enough information to determine this.

2)

211.85

3)

222.79

4)

218.01

5)

216.63

Question 4 (1 point)

Experimenters injected a growth hormone gene into thousands of carp eggs. Of the 289 carp that grew from these eggs, 23 incorporated the gene into their DNA (Science News, May 20, 1989). With a confidence of 90%, what is the margin of error for the proportion of all carp that would incorporate the gene into their DNA?

Question 4 options:

1)

0.0261

2)

0.0015

3)

0.0204

4)

0.0159

5)

0.0004

Question 5 (1 point)

You are interested in getting an investment portfolio started with any extra money you make from your part time job while also going to school. While flipping through the latest edition of Money magazine, you read an article that of a survey of magazine subscribers, 179 were randomly selected and analyzed. A 99% confidence interval was constructed for the proportion of all subscribers who made money in the previous year in their investments, which was ( 0.7216 , 0.8762 ). What is the correct interpretation of this confidence interval?

Question 5 options:

1)

We are 99% confident that of the 179 respondents, between 0.7216 and 0.8762 of them made more than they lost.

2)

We are certain that 99% of subscribers made between 0.7216 and 0.8762.

3)

We cannot determine the proper interpretation of this interval.

4)

We are 99% confident that the proportion of all Money magazine subscribers sampled that made money in the previous year from their investments is between 0.7216 and 0.8762.

5)

We are 99% confident that the proportion of all Money magazine subscribers that made money in the previous year from their investments is between 0.7216 and 0.8762.

In: Statistics and Probability

Please solve the hypothesis testing problems (#1, and 2) using Minitab as the tool. For each...

Please solve the hypothesis testing problems (#1, and 2) using Minitab as the tool. For each problem, (1) specify the business and statistical hypotheses, (2) specify what the Type I and Type II errors are in this business context, and, the implications of making those errors, (3) include the results from Minitab, (4) draw appropriate conclusions to your statistical hypotheses based on the results, and, finally, (5) present the business conclusions in a short non-statistical summary.

After receiving your bachelor’s degree in personnel management, you were hired by a small but expanding life insurance company. Your first assignment is to develop a more efficient technique for the preliminary screening of applicants for sales positions. Since the firm employs only college graduates, you decide to work with information focusing on their performance during college.

A random sample of 25 from the firm’s current sales force is selected and the following information is obtained:

Last year’s performance evaluation score

College grade point average (GPA)

Percent of total college expenses earned by the individual

Number of social organizations the individual belonged to

                                    Percent of        Number of

Performance                Expenses          Social

Score               GPA    Earned             Organizations

43                    2.1       50                    2

47                    2.8       20                    5

53                    2.6       10                    3

56                    2.7       60                    1

57                    3.8       0                      0

64                    2.6       30                    2

68                    3.2       10                    1

68                    2.8       30                    2

74                    2.6       10                    2

75                    2.9       40                    1

77                    3.0       30                    0

78                    3.2       15                    1

81                    3.4       20                    2

83                    2.8       40                    3

87                    2.6       60                    5

88                    3.1       50                    0

89                    2.4       80                    4

90                    3.3       10                    2

91                    2.9       50                    6

92                    3.5       40                    1

93                    3.7       30                    2

94                    3.1       20                    5

95                    3.6       70                    1

96                    3.2       10                    4

97                    3.4       40                    0

In: Statistics and Probability

      TASK                                    &nbs


      TASK                                                           
1. Choose any Omani organization and write briefly about its corporate social responsibility activities or strategies.(400-500 words). If you are part of the decision making body of this organization, what type of new activity (towards social responsibility) you would like to add?            (5+5=10 Marks)

2. Compare between Omnipotent view of management and symbolic view of management.                                                                       
3. Describe workplace spirituality. Identify its characteristics of a spiritual organization and its benefits.                                                                                                                          (1+2+2=5 Marks)
4. Explain workers compensation. How to respond on workplace injuries? (2+2=4 marks)
5. Critically examine the practice of performance related pay.    
6. Identify the various background checks. Explain any one of it briefly. (1.5 + 1.5 =3 Marks

In: Economics

Create a high-level design for a home alarm system. Assume that there are 4 windows and...


Create a high-level design for a home alarm system. Assume that there are 4 windows and 2 doors. The windows and doors have light sensors, so if any object crosses the light path, an appropriate event will be registered. Also, each window and door has latches with sensors that detect if the latch has been turned.

Your solution will consist of the following parts

1.       Use a variable “Armed” to allow a user to arm the alarm system. So if a user is at home, the alarm is disarmed.

2.       Create appropriate variables that will capture the state of the windows and doors. (2 points)

3.       Create a flowchart that will process the sensed input. (2 points)

4.       Design the right output. (2 points)

5.       Create a mechanism to reset the alarm. (1 point)

6.       Write pseudo-code (e.g. code that looks like C), using any functions you may create. 

In: Computer Science

A project that costs $2,800 to install will provide annual cash flows of $630 for the...

A project that costs $2,800 to install will provide annual cash flows of $630 for the next 6 years. The firm accepts projects with payback periods of less than 4 years.
a-1. What is this project's payback period? (Round your answer to 3 decimal places.)
  Payback period years
a-2. Will the project be accepted?
No
Yes
b-1.

What is project NPV if the discount rate is 2%? (Do not round intermediate calculations. Round your answer to 2 decimal places.)

  NPV $   
b-2. Should this project be pursued?
Yes
No
b-3.

What is project NPV if the discount rate is 12%? (Negative amount should be indicated by a minus sign. Do not round intermediate calculations. Round your answer to 2 decimal places.)

  NPV $   
b-4. Should this project be pursued?
Yes
No
b-5. Will the firm’s decision change as the discount rate changes?

In: Finance

Bakker Industries sells three products (Products 611, 613, and 615) that it manufactures in a factory...

Bakker Industries sells three products (Products 611, 613, and 615) that it manufactures in a factory consisting of four departments (Departments 1 through 4). Both labor and machine times are applied to the products in each of the four departments. Neither machines nor labor can be switched from one department to another.

Bakker’s management is planning its production schedule for the next several months. There are labor shortages in the community. Some of the machines will be out of service for overhauling. Available machine and labor time by department for each of the next 6 months is listed below.

Department

Monthly Capacity Availability

1

2

3

4

Normal machine capacity in machine hours

3,500

3,500

3,000

3,500

Capacity of machines being repaired in machine hours

(500) (400) (300) (200)

Available machine capacity in machine hours

3,000

3,100

2,700

3,300

Labor capacity in direct labor hours  

4,000

4,500

3,500

3,000

Available labor in direct labor hours

3,700

4,500

2,750

2,600

Labor and Machine Specifications per Unit of Product
Product

Labor and Machine Time

611

Direct labor hours

2 3 3 1

Machine hours

2 1 2 2
613

Direct labor hours

1 2 -- 2

Machine hours

1 1 -- 2
615

Direct labor hours

2 2 1 1

Machine hours

2 2 1 1

The Sales Department’s forecast of product demand over the next six months is presented below.

Product Monthly Sales Volume (Units)
611 500
613 400
615

1,000

Bakker’s inventory levels will not be increased or decreased during the next six months. The unit price and cost data valid for the next six months are presented below.

Product

611

613

615

Unit selling price

$196

$123

$167

Unit costs:

Direct material

$    7 $   13 $   17

Direct labor:

Department 1

12 6 12

Department 2

21 14 14

Department 3

24 -- 16

Department 4

9 18 9

Variable overhead

27 20 25

Fixed overhead

15 10 32

Variable selling

3 2

4

A: Determine whether the monthly sales demand for the three products can be met by Bakker Industries’ factory. Use the monthly requirement by department for machine hours and direct labor hours for the production of Products 611, 613, and 615 in your calculations.

B: If Bakker chooses to maximize contribution margin through the bottleneck operation, what total contribution amount will the company achieve? Support the schedule with appropriate calculations, and present a schedule of the contribution to profit that would be generated by the production schedule selected.

If Bakker chooses to maximize throughput margin, what total throughput margin will the company achieve? Support the schedule with appropriate calculations, and present a schedule of the contribution to profit that would be generated by the production schedule selected.

C:

In: Accounting

Every year, the students at a school are given a musical aptitude test that rates them from 0 (no musical aptitude) to 5 (high musical aptitude).

Every year, the students at a school are given a musical aptitude test that rates them from 0 (no musical aptitude) to 5 (high musical aptitude). This year's results were: 

Aptitude Score 0 1 2 3 4 5

Frequency       5 3 3 1 6 2


The average (mean) aptitude score: 

The median aptitude score:

In: Math