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The production manager of a manufacturing company has to devise a production plan for item AK102 for the next four months. The item is to be produced at most once monthly; because of capacity limitations the monthly production may not exceed 10 units. The cost of one setup for any positive level of production in any month is $10.
The demand for this item is uncertain and varies from month to month; from past experience, however, the manager concludes that the demand in each month can be approximated by a Poisson distribution with parameter λn (n shows the month to which the distribution refers).
Inventory is counted at the end of each month and a holding cost of $10 is charged for each unit; if there are stock outs, a penalty of $20 is charged for every unit out of stock. There is no initial inventory and no outstanding back-orders; no inventory is required at the end of the planning period. Assume that the production lead time is short so that the amount released for production in one month can be used to satisfy demand within the same month. What is the optimal production plan, assuming that the optimality criterion is the minimum expected cost? Assume that λ1= 3, λ2 = 5, λ3 = 2, λ4 = 4 units.
If the ball is struck and leaves the ground at an initial angle of 30 degree with the horizontal, then with what initial velocity should it be hit to land in the hole?
Of the 60 participants, 16 preferred cupcakes, 26 preferred candy bars, and 18 favored dried apricots. Do these scores suggest that the different foods are differentially preferred by people in general? (Use the .05 significance level.)
Find the equation of the tangent line to the graph and Find the velocity and the acceleration of the particle and position of a particle moving along a straight line
The panel box supplies 120 volts. The electrician is using No. 12 solid copper-coated wire. What is the approximate voltage delivered to the saw? And what is the approximate voltage drop from the house to garage if No. 10 gage solid copper-coated ..
Find the Current in Laplace domain(s domain).(show all your work). Find the Current in time domain and calculate its value at t=5ms
The steps in testing a research hypothesis. Comparing the means of two or more groups. Calculating the correlation between two variables
Suppose further that tribe B uses twice as much water as tribe A. What is the maximum number of families of each tribe that can coexist in the valley.
Find the recurrence formula for the series solution of y(t) around t=0. Expand the solution near t=0 for the first powers of tn, where n ≤ 3
How does the efficiency of your algorithm compare to Euclid's algorithm if a and b are n-bit integers and common recurrence types in algorithm analysis
Question 3: The null hypothesis for the test of independence states that no correlation exists between the variables.
Test if there a difference between the proportion electing to have a caesarean delivery in the public hospital and the proportion electing to have a caesarean delivery in the private hospital.
Problem: A Bernoulli( 2/1 ) distributed signal X is transmitted over an additive noise channel with the ternary valued noise W:
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