A researcher wants to examine the impact of internet use on heart rate. Students are asked how much they used the internet the hour prior to beginning the study and then grouped into three categories( 31-60 minutes per hour, 1-30 minutes per hour, and no internet use.) The researcher then measured their heartbeat per minute. Assume a two-tailed test and .05 level of significance.
| Time | N | Mean | Standard Deviation |
| 31-60 mins | 10 | 66.00 | 9.66092 |
| 1-30 mins | 10 | 54.00 | 8.43274 |
| no internet | 10 | 59.00 | 7.37865 |
| Total | 30 | 59.6667 | 9.64305 |
| Sum of Squares | df | Mean Square | F | Sig. | |
|
Between Groups |
726.667 | 2 | 363.333 | 4.980 | .014 |
| Within Groups | 1970.00 | 27 | 72.963 | ||
| Total | 2969.667 | 29 |
Eta-squared: .269
a) Based on the data, write up a results section. Answer should include type of analysis, variable means and standard deviations, results, significance, and effect size.
b) What are the practical implications of the results reported in the previous question? How would you interpret these results? Consider what might impact these results or what type of study could be done next.
In: Psychology
A semiprofessional baseball team near your town plays two home games each month at the local baseball park. The team splits the concessions 50/50 with the city but keeps all the revenue from ticket sales. The city charges the team $500 each month for the three-month season. The team pays the players and manager a total of $2500 each month. The team charges $10 for each ticket, and the average customer spends $8 at the concession stand. Attendance averages 100 people at each home game.
Part 1 (4 points)
The team earns an average
of $ in revenue for each game
and $ of revenue each
season.
With total costs of $ each
season, the team finishes the season
with $ of profit.
Part 2 (1 point)
In order to break even, the team needs to sell tickets for each game. Round to the nearest whole number.
In: Economics
A semiprofessional baseball team near your town plays two home games each month at the local baseball park. The team splits the concessions 50/50 with the city but keeps all the revenue from ticket sales. The city charges the team $100 each month for the three-month season. The team pays the players and manager a total of $1000 each month. The team charges $10 for each ticket, and the average customer spends $8 at the concession stand. Attendance averages 30 people at each home game.
1st attempt
Part 1 (4 points)
The team earns an average
of $ in revenue for each game
and $ of revenue each
season.
With total costs of $ each
season, the team finishes the season
with $ of profit.
Part 2 (1 point)
In order to break even, the team needs to sell tickets for each game. Round to the nearest whole number.
In: Economics
Your company is considering three mutually exclusive investments as described in the table below. Based on a 15-year study period and 10% MARR, you are tasked to determine which investment should be selected. Investment Option 1: Initial Investment: $56,000 Net Annual Revenue: $9,000 Salvage Value: $5,000 Useful Life: 22 Investment Option 2: Initial Investment: $80,000 Net Annual Revenue:$11,500 Salvage Value: $5,000 Useful Life: 15 Investment Option 2: Initial Investment: $76,000 Net Annual Revenue: $11,000 Salvage Value: $3,000 Useful Life: 11 Note: The repeatability assumption cannot be applied. Hint: imputed market value technique will need to be applied to Investment 1 and assume cotermination at 15-years with reinvestment for Investment 3. What is PW of each options? What is the PW of the Investment option 1?
In: Economics
PVR Cinemas decide to continue screening a super hit film
released on 17 March 2020 for the next two month till 15 May 2020
as they expect the revenue to increase in the month of April &
May due to school vacation. The management opened advance booking
for the tickets and all the tickets got sold. The cinemas received
₹ 60 lacs in total revenue for this 60-day screening of the movie.
How should the cinema’s accountant treat this revenue? Explain the
accounting concept that will aid the accountant in this
treatment.
(a) What is Accrual Accounting? How does it differ from the Cash
basis of Accounting?
(b) “The matching principle poses major challenges to the
accountant.” Do you agree?
(a) How are common size statements useful to the analyst?
(b) Identify three financial ratios on which the management of a retail store should focus.
In: Accounting
POS-301: Analyzing Arizona Tax Worksheet
Complete all five parts of the worksheet.
Part One: Income Tax
|
Which branch of government Determines the Amount of Tax? |
Services the Tax is Applied Towards |
|
|
Federal Tax |
||
|
State Tax |
||
|
Social Security Tax |
||
|
Medicare Tax |
||
|
Other (Please specify) |
Part Two: Arizona Sales Tax
2. Who determines the amount of each tax?
3. Where does revenue from this tax go? What does it fund?
Part Three: Arizona Utility Tax
2. Who determines the amount of each tax?
3. Where does revenue from this tax go? What does it fund?
Part Four: Property Tax
2. Who determines the amount of each tax?
3. Where does revenue from this tax go? What does it fund?
In: Economics
The company Corp manufactures plastic balls, bags, and jacket for kids
The production of these three products requires plastic. The production process uses two types of skilled labor: sewing and finishing. The table below shows the consumption of manufacturing resources per unit produced.
| Resource | Balls | Bag | Jacket |
| Plastic (ft2) | 2 | 3 | 5 |
| Sewing (hr) | 2 | 2 | 4 |
| Finishing (hr) | 2 | 2 | 4 |
On a weekly basis, there is 252 ft2 of plastic available along with 240 hours for sewing, and 270 hours for finishing the products.
The unit prices are:
Balls - 26
Bags - 40
Jackets 58
Formulate this problem as a linear program in order to maximize the total revenue.
How many units of each product should the company manufacture on a weekly basis to maximize its revenue?
What's the total revenue?
In: Statistics and Probability
Use the following selected data from Business Solutions’s income
statement for the three months ended March 31, 2020, and from its
March 31, 2020, balance sheet to complete the
requirements.
| Computer services revenue | $ | 29,179 | |
| Net sales (of goods) | 18,528 | ||
| Total sales and revenue | 47,707 | ||
| Cost of goods sold | 12,118 | ||
| Net income | 19,893 | ||
| Quick assets | 90,848 | ||
| Current assets | 95,664 | ||
| Total assets | 121,072 | ||
| Current liabilities | 855 | ||
| Total liabilities | 855 | ||
| Total equity | 120,217 | ||
Required:
1. Compute the gross margin ratio (both with and
without services revenue) and net profit margin ratio.
2. Compute the current ratio and acid-test
ratio.
3. Compute the debt ratio and equity ratio.
4. What percent of its assets are current? What
percent are long term?
In: Accounting
Use the following selected data from Business Solutions’s income
statement for the three months ended March 31, 2020, and from its
March 31, 2020, balance sheet to complete the
requirements.
| Computer services revenue | $ | 27,646 | |
| Net sales (of goods) | 21,924 | ||
| Total sales and revenue | 49,570 | ||
| Cost of goods sold | 13,078 | ||
| Net income | 18,525 | ||
| Quick assets | 91,160 | ||
| Current assets | 96,032 | ||
| Total assets | 123,312 | ||
| Current liabilities | 940 | ||
| Total liabilities | 940 | ||
| Total equity | 122,372 | ||
Required:
1. Compute the gross margin ratio (both with and
without services revenue) and net profit margin ratio.
2. Compute the current ratio and acid-test
ratio.
3. Compute the debt ratio and equity ratio.
4. What percent of its assets are current? What
percent are long term?
In: Accounting
Use the following selected data from Business Solutions’s income statement for the three months ended March 31, 2020, and from its March 31, 2020, balance sheet to complete the requirements.
| Computer services revenue | $ | 26,771 | |
| Net sales (of goods) | 20,100 | ||
| Total sales and revenue | 46,871 | ||
| Cost of goods sold | 15,752 | ||
| Net income | 20,277 | ||
| Quick assets | 91,044 | ||
| Current assets | 97,392 | ||
| Total assets | 118,776 | ||
| Current liabilities | 745 | ||
| Total liabilities | 745 | ||
| Total equity | 118,031 | ||
Required:
1. Compute the gross margin ratio (both with and
without services revenue) and net profit margin ratio.
2. Compute the current ratio and acid-test
ratio.
3. Compute the debt ratio and equity ratio.
4. What percent of its assets are current? What
percent are long term?
In: Accounting