Identify the odd one out with respect to queuing theory.
Shelving
Queuing theory is a mathematical study of waiting lines, or queues. It analyzes various processes associated with waiting in line, such as arrival times, service times, the number of servers, and customer behavior while waiting.
The question asks us to identify the term that does not fit within the context of queuing theory from the given options: Shelving, Reneging, Jockeying, and Balking. Let's look at what each term means:
Based on these definitions, Balking, Reneging, and Jockeying are all terms describing different types of customer behavior related to waiting in a queue. Shelving, however, describes a physical act unrelated to waiting lines or queuing systems.
Therefore, 'Shelving' is the term that is the odd one out with respect to queuing theory as it does not represent a concept or behavior within this field of study.
The probability of getting a total of 7 on two dice thrown together is:
If moment generating function of continuous random variable X is \(\frac{λ}{λ-t}\) t < λ, then E(X 3) equals to:
If moment generating function of discrete random variable X is (q + pe t) n, then E(X 2) equal to
If A and B are mutually exclusive events such that P(A) P(B) > 0, then which option is correct?
Two random variables X and Y are said to be independent if: