An accountant with the Sports event s has been charged
with stealing over $60,000 for buying a Mercedes-Benz and investing
in a deposit check. Police claimed that he had produced fake
invoices from two companies which had contracts with the sports
committee.
He then wrote checks to pay the fake invoices and
deposited them into a bank account which he had opened under one of
the companies 'names. He cooperated with the police when he was
arrested to the point that he told them about the fraudulent bank
account and the purchase of the Mercedes-Benz. The accountant was a
recent honers graduate from a prestigious university who was a very
trustworthy and dedicated employee, supervisors said.
1. write the Introduction and conclusions
2. What fraud scheme did the accountant use to execute
his fraud?
3. What controls could have prevented his
fraud?
4. What controls could have detected his
fraud?
In: Accounting
Contingency tables may be used to present data representing scales of measurement higher than the nominal scale. For example, a random sample of size 20 was selected from the graduate students who are U.S. citizens, and their grade point averages were recorded. 3.42 3.54 3.21 3.63 3.22 3.8 3.7 3.2 3.75 3.31 3.86 4 2.86 2.92 3.59 2.91 3.77 2.7 3.06 3.3 Also, a random sample of 20 students was selected from the non-U.S. citizen group of graduate students at the same university. Their grade point averages were as follows. 3.50 4.00 3.43 3.85 3.84 3.21 3.58 3.94 3.48 3.76 3.87 2.93 4.00 3.37 3.72 4.00 3.06 3.92 3.72 3.91 Test the null hypothesis that the proportion of graduate students with averages of 3.50 or higher is the same for both the U.S. citizens and the non-U.S. citizens
In: Math
Ques-1) In a multinational company, 30% of the employees are from CHINA,35% are from INDIA,20% are from Malaysia and 15% are from JAPAN. The percentage of employees from these regions, who are comfortable in communicating in English are 20%, 90%,60% and 70% respectively. An employee is selected at random
(i). What is the probability that the employee is comfortable in communicating in English?
(ii) The recruitment team wants to know the inputs from you based on this data, so that they can prioritize the next recruitment cycle to select people who are comfortable in communication in English.
In: Statistics and Probability
In: Finance
Written Discussion Not everyone chooses to be employed. As the textbook shows, there are a multitude of reasons why people choose (or do not choose) to be unemployed.
Pick one type of worker (or a person you know) who chooses to be unemployed or under-employed and discuss why.
Alternately, you could pick a worker-type who traditionally is not employed and explain why they might choose to work.
Remember to talk about economic theory about unemployment rates (what is U-6?) , supply and demand and what the impact is of those individual employment choices..
In: Economics
In: Economics
Let us use confidence intervals to compare people who own or are buying a home among those that are married versus those who pay rent among those that are married.
Calculate pˆ for the group of homeowners that are married.
For a confidence level of ell = .97, determine the z-score for which 97% of normally
distributed data falls within z deviations of the mean.
Calculate pˆ for the group of renters that are married.
Now compare these two intervals. Do the intervals overlap or not? What association do we have or not have between marriage and homeownership due to whether or not the intervals overlap?
|
Married |
Never Married |
Total |
|
|
Owns or is Buying |
9,178 |
1,785 |
10,963 |
|
Pays Rent |
1,867 |
2,282 |
4,149 |
|
Total |
11,045 |
4,067 |
15,112 |
In: Statistics and Probability
In: Statistics and Probability
Let us use confidence intervals to compare people who own or are buying a home among those that are married versus those who pay rent among those that are married.
Calculate pˆ for the group of homeowners that are married.
For a confidence level of ell = .97, determine the z-score for which 97% of normally
distributed data falls within z deviations of the mean.
Calculate pˆ for the group of renters that are married.
Now compare these two intervals. Do the intervals overlap or not? What association do we have or not have between marriage and homeownership due to whether or not the intervals overlap?
|
Married |
Never Married |
Total |
|
|
Owns or is Buying |
9,178 |
1,785 |
10,963 |
|
Pays Rent |
1,867 |
2,282 |
4,149 |
|
Total |
11,045 |
4,067 |
15,112 |
In: Statistics and Probability
How would you deal with a patient who was non-compliant? For example, let us say that you see a patient and within your scope of practice develop a treatment, therapy, or provide education for this patient. On this patient's next visit, you discover they've followed none of your advice. How would you proceed?
In: Nursing