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In a company there are 11 executives: six women five men. Four are selected at attend a management seminar. Find the probability that all four selected are men.?
Aaron Jones
i dont know
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The Staff at a small company includes 4 secretaries 20 technicians 4 engineers 2 executives and 50 workers. If a person is selected at random what is the probabilty that he or she is a factory worker?
secretaries......4 technicians...20 engineers...... 4 executives......2 workers........50 ========== Total............80 Probability to select a factory worker = 50/80 or 5/8
The staff at a small company includes 4 secretaries 20 technicians 4 engineers 2 executives and 50 factory workers If a person is selected at random what is the probability that he or she is a?
To find the probability of drawing a person from any group, take the number in that group and divide by the total number of people. There are 80 total people in your example. P(secy) = 4/80 = 0.05 P(tech) = 20/80 = 0.25 P(engr) = 4/80 = 0.05 P(exec) = 2/80 = 0.025 P(fact worker) = 50/80 = 0.625
What is the shape of this distribution?
A company is studying the number of daily debit card purchases. If there were 20 purchases and the probability of a debit card purchase is 0.5 What is the shape of this distribution
What is the probability of observing a sample mean of 18 or more from a sample size of 35?
Without knowing the data which is being sampled, it is impossible to answer this other than by saying that the probability is between 0 and 1 inclusive. Consider a company. If you sample the annual pay of the employees, any mean will be greater than 18 as everyone will be taking home more than £18 per year, so the probability is 1. Consider a school. If you sample the lengths of feet of the pupils, any mean will be less than 18 as all the feet are less than 18 inches long, so the probability is 0.
Company has 10 machines in continuous operation during a workday The probability that an individual machine will break down during the day is 10 percent Determine probability of 3 breaking down?
the answer ot this question is 3/10 Ummmm no.. that's not correct at all. Each machine is an independent event. so the correct answer is 0.001.. .1 * .1 * .1 = 0.001 or 0.1%
Who are some of the key management executives of Google?
Larry Page, Sergey Brin and Eric Schmidt are Key Management Executives of Google. Sergey and Larry are Co-Founders of the Company and Eric is the Executive Chairman.
The Staff at a small company includes 4 secretaries 20 technicians 4 engineers 2 executives and 50 workers. If a person is selected at random what is the probabilty that he or she is a factory worker?
secretaries......4 technicians...20 engineers...... 4 executives......2 workers........50 ========== Total............80 Probability to select a factory worker = 50/80 or 5/8
The staff at a small company includes 4 secretaries 20 technicians 4 engineers 2 executives and 50 factory workers If a person is selected at random what is the probability that he or she is a?
To find the probability of drawing a person from any group, take the number in that group and divide by the total number of people. There are 80 total people in your example. P(secy) = 4/80 = 0.05 P(tech) = 20/80 = 0.25 P(engr) = 4/80 = 0.05 P(exec) = 2/80 = 0.025 P(fact worker) = 50/80 = 0.625
What has the author William H Gruber written?
William H. Gruber has written: 'The utilization of specialists by company presidents' -- subject(s): Case studies, Executives, Management 'The new management' -- subject(s): Industrial management, Line and staff organization, Management
Where is it possible to learn about executive interim management?
Executive Interim Management is a company that provides consultants and executives for companies undergoing transition or restructuering. There is more information about them at their own website, as well as their page on LinkedIn.
What has the author Andrew M Brown written?
Andrew M. Brown has written: 'Company management development plan' -- subject(s): Executives, Rating of, Recruiting, Training of
What is your plans from the company if ever you will be selected?
your plans from the company if you are selected.
What is the difference between management and strategic management?
Management: "Getting work done through people." That's the classic business school definition of 'management.' Strategic Management: "Setting goals and objectives for an enterprise (a business or company in most cases)." Usually a small group of executives--or the owner--of a company or other enterprise sets down a mission statement consisting of goals and objectives that company seeks to attain and by which that company will be "managed." Individual "managers" direct employees in the company to coordinate the effort to attain the strategic goals agreed upon by the owners or board of directors.
What are the three levels of management?
The three levels of management are the first level, which are supervisors or retail managers. The second level is mid-level managers and are intermediaries between lower-level managers and the highest level within the management. The upper level managers are the top executives in a company.
What are three basic levels of management that can be identified in most organizations?
Three basic layers of management are usually some version of front line supervisors, middle managers and executives. The front line supervisors are the direct supervisors of line staff. The managers are responsible for supervising the front line supervisors. The executives are the direct supervisors of the middle managers and also the leaders of the company.
Who elects the portfolio manager of a mutual fund?
A Portfolio Manager or a Fund Manager for a Mutual Fund is not elected but Selected by the Asset Management Company
Do the profits go primarily to a small group of company executives and shareholders or does Nike share its wealth with its employees?
Nike shares none of its wealth with their employees. Everything is shared among company executives.
