The Pregnancy Discrimination Act protects the job reinstatement rights of women returning from maternity leave
a. True
b. False
Indicate whether the statement is true or false
True
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Which of the following statements about the minimum wage is accurate?
a. Free market advocates support higher minimum wages to keep the labor force healthy. b. States can establish their own minimum wages, but only if they are higher than the federal minimum wage. c. The federal minimum wage is generally determined based on what is believed to be a living wage. d. In 2015, about 12.6 million workers were paid a minimum wage.
You have been put in charge of a manufacturing plant's new product line and need to choose first-line managers to supervise the line's workers. What level of manager are you?
A. product B. middle C. plant D. department E. top
The owner of an amusement park has decided to open a second entry booth and hire another employee to service customers entering the park. Customers arrive at the rate of 20 per hour and will wait in a single line until one of the two employees is available to provide service. The average service time of both employees is 2 min to provide service. The arrival rate follows Poisson distribution, and the service time follows a negative exponential distribution. It is estimated that the cost of customer waiting time associated with dissatisfied customers and loss of goodwill is $20 per hour. The employee at the service booth is paid $10 an hour. Determine the customer waiting time cost per day for the waiting line system. Assume total hours of operation as 10 hr per day.
A. $16.67 B. $17.67 C. $15.67 D. $14.56
Assume you have applied to two different universities (let's refer to them as Universities A and B) for your graduate work. In the past, 25% of students (with similar credentials as yours) who applied to University A were accepted, while University B accepted 35% of the applicants. Assume events are independent of each other
a. What is the probability that you will be accepted to both universities? b. What is the probability that you will be accepted to at least one graduate program? c. What is the probability that one and only one of the universities will accept you? d. What is the probability that neither university will accept you?