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Question: Arrivals to a self-service gasoline pump occur in a Poisson fashion at dle rate 12 per hour. Service time has a distribution that averages 4 minutes, with a standard deviation of 1-1/3 minutes. What is the expected number of vehicles in the system?
For example: written regulatory or legal guidelines concerning managerial accounting improprieties, evaluating employees on ethical behavior related to managerial accounting, and how violations of managerial accounting ethical behavior should be a..
r of a concession stand can sell 150 lunches per day at a price of $3 EACH. tHE COST TO THE owner is $2.25 per lunch. Each $0.25 price increase decreases sales by 30 lunches per day. What should be charged to maximize profit?
Consider the Differential Equations (d2y / dx2) - (dy / dx) - 30y = 0, (a) Write the DE using D-operator notation (b) Solve the DE for y by solving two first-order DEs.
Suppose the coefficient matrix of a linear system of four equations in four variables has a pivot in each column. Explain why the system has a unique solution.
A grocer has three baskets of peaches. One holds 45 peaches and weighs 19 pounds, a second holds 55 peaches and weighs 23 pounds, and the third holds 65 peaches and weighs 26 pounds. what is the mean weight of a peach?
You like pizza and you like cola. Which of the graphs in Figure represents your happiness as a function of how many pizzas and how much cola you have.
suppose a manufacturing company makes a certain item. the time to produce each item is normally distributed around a
Quadratics: Just write out your solution:Problem #43Sales of digital cameras in the United States (in millions of dollars) between 2000 and 2006 are shown in the table. In the year column, 0 represents 2000, 1 represents 2001, and so on.
One day, Jamal and his friends had lunch while sitting at tables of 14. Another day, they had lunch at tables of 17. What is the smallest number of people that could be in the group?
A committee of seven is to be chosen from eight men and nine women.
A tournament is a directed graph where between every two distinct vertices u and v, there is either an edge from u to v or an edge from v to u, but not both. Prove that every tournament has a Hamiltonian tour. (Hint: use induction on |V |, and sho..
A curve C is given by the vector equation r(t)=?2 - t, 3 + 2t, 3t?. Find the length of the curve in the interval 0 ≤ t ≤ 1
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