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The Lancaster Decor Company (LDC) makes wallpaper. One of its factories makes two types of wallpaper, pasted and unpasted. Both types of wallpaper are printed by a high quality gravure process and both are packed at the same Packaging plant. The difference is that the pasted wallpaper must pass through a pasting process before it is packed. The production planner wishes to know how many of each to produce next week so as to maximize the expected gross profit. In the case of pasted, this is $0.90 per yard and is $0.75 per yard for unpasted. There are constraints on the production facilities that will affect the planner's freedom of action. The factory has the print capacity to produce 50 yards per minute of either type of wallpaper, and the printer is available for 40 hours during the week. The capacity of the Packaging plant is measured in ''Packaging units'', of which there are 300,000 available. A Packaging unit is the length in yards of so-called standard wallpaper (which is no longer made by LDC). Pasted wallpaper is three times as thick as standard and unpasted is twice as thick as standard, the adhesive accounting for the difference. Thus, it takes three times as long to pack a roll of pasted wallpaper, compared with a roll of standard wallpaper. The pasting plant has a capacity of 100,000 yards per week. The Marketing Department insists that the factory must produce at least 30,000 yards of each type of wallpaper.
If α 0.05, determine whether differences among the treatment, block, and interactive effects are significant.
A finite of length L that is fixed at both ends and is release from rest with an initial displacement will have the following mathematical description by the wave equation:
Fix a modulus m and use the affine cipher with key k1 = (a, b) to encrypt an element x; then encrypt the result with a key k2 = (c, d). What is the resulting cipher
What differentiates a Z test statistic for a population from the z statistic for sampling of the mean? Why difference. Consider a normal population
Select a financial institution and find out what it takes to qualify for a loan. Try to understand the rationale for the institution's rules, policies, and guidelines about loan approval.
What are the managerial implications of a correlation between these variables?
1.1. Write a program that will find the maxima of the following function using Golden section search algorithm starting from xl = -4 and xu = 1. Your function should take xl , xu, and number of iterations as input parameters. Also plot the graph e..
Suppose we have an optimal basic feasible solution for an LP in standard form. If we increase the cost of a non-basic variable xn, the current solution will always remain optimal.
Evaluate lim sup Ek
A model for the spruce budworm population u(t) is governed by du/dt = ru (1-u/q)-u2/(1+u2), Discuss the change in behaviour as q increases.
How many degrees of freedom are there? Would each respondent need to evaluate each product combination to obtain good results?
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