A sample of 500500 full-time employees found that 9696 did not use all of their vacation...

A sample of 500500 full-time employees found that 9696 did not use all of their vacation days last year. However, 116116 of those studied expressed a desire for more vacation time. Based on this sample, if a full-time employee is chosen at random, what is the probability that he or she is content with the vacation allowance? Express your answer as a fraction in lowest terms or a decimal rounded to the nearest millionth.

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orchestra answered 2 years ago

A random sample of 100 postal employees found that the average time these employees had worked...

A random sample of 100 postal employees found that the average time these employees had worked for the postal service was x(bar) = 7 years, with standard deviation s = 2 years. Assume the distribution of the time the population of employees has worked for the postal service is approximately normal, with mean μ. Are these data evidence that μ has changed from the value of 7.5 years of 20 years ago? Carry a test of significance at 1% and...

Danisco Manufacturing consists of 85 full-time employees and 25 part-time employeess. The full-time employees' working hours...

Danisco Manufacturing consists of 85 full-time employees and 25 part-time employeess. The full-time employees' working hours are 8-hour per day, 5 days per weel in a year. The total overtime worked by the full-time employee is 2900 hours, and the total hours worked by the part-time employee is 1500 hours in year 2016. 18 injuries were recorded at the workplace in year 2016. Determine the OSHA incidence rate based on injuries for year 2016.

The data below reflect the number of vacation days that a sample of employees at a...

The data below reflect the number of vacation days that a sample of employees at a certain company have left to take before the end of the year. Complete parts a through c. 11 7 2 3 10 7 9 a. Compute the range for these sample data. The range is b. Compute the variance for these sample data. The variance is nothing. (Round to two decimal places as needed.) c. Compute the standard deviation for these sample data. The...

A department contains 10 part-time employees and 15 full-time employees. In how many ways can a...

A department contains 10 part-time employees and 15 full-time employees. In how many ways can a committee be formed with 6 members if it must have more full-time employees than part-time employees?

APC is a sales department consists of 17 full-time and part-time employees. They receive orders via...

APC is a sales department consists of 17 full-time and part-time employees. They receive orders via traditional mail, e-mail, telephone, and the occasional walk-in. Because ABC is a wholesaler, the vast majority of its business is conducted on a credit basis. The process begins in the sales department, where the sales clerk enters the customer’s order into the centralized computer sales order system. The computer and file server are housed in APC is small data processing department. If the customer...

A recent study shows that on average 21% of employees in the work population prefer their vacation time during March break.

A recent study shows that on average 21% of employees in the work population prefer their vacation time during March break. Vincent Company employs 55 people. Use the normal approximation to the binomial distribution to answer the questions below: Required: Determine the expected value, and the standard deviation of that value, of the number of Vincent Company employees who would prefer their vacation time during March break. What is the probability that more than nine Vincent Company employees will...

A sociologist studied random samples of full-time employees in a particular occupation – six women and...

A sociologist studied random samples of full-time employees in a particular occupation – six women and six men – to determine whether gender has an influence on the average (mean) number of hours worked per day. She obtained the following results: Women Men 10 12 9 9 7 8 4 10 9 11 6 7 Use a .01 alpha level to test whether there is a gender difference in the mean...

A study of full-time workers in a certain field found that only about 66% leave their...

A study of full-time workers in a certain field found that only about 66% leave their jobs in order to retire. Assume that the true proportion of all full-time workers in the field who leave their jobs in order to retire is p=0.06. In a random sample of 850 full-time workers in the field, let ModifyingAbove p with caret p^ represent the proportion who leave their jobs in order to retire. Complete parts a through c below. a. Describe the...

Indicate if the variable is discrete or continuous. a) Total full-time employees b) Agency name c)...

Indicate if the variable is discrete or continuous. a) Total full-time employees b) Agency name c) The movie rating system (viz., G, PG, PG-13, etc.) d) Health rating (0-100) for a restaurant e) Hurricane level (1-5) f) Ground wind speed of a hurricane g) A final exam score for a class h) Land use classification (such as residential, commercial, mixed use) i) Drug treatment center name j) Building permits filed by year k) Property tax rate (millage) l) Amount of...

The number of vacation days taken by the employees of a company is normally distributed with...

The number of vacation days taken by the employees of a company is normally distributed with a mean of 14 days and a standard deviation of 3 days. Is this a case of sample standard deviation or population standard deviation? What are some differences between sample standard deviation and population standard deviation? For the next employee, what is the probability that the number of days of vacation taken is less than 10 days? What is the probability that the number...

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