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An open rectangular box is 2 feet long and has a surface area of 60 square feet. Find the dimensions of the box for which the volume is as large as possible. The width of the box is ??
Locate the point of dimishing returns for TS(x) and interpret its meaning.
Using the data from the Koko Company, determine the divisional income from operations for the A and B regions. I need to allocate service department expenses proportional to the sales of each region
an antifrictionbearing is to be mounted on a 6 in. diameter shaft.nbsp the inside diameter hole of the bearing is found
How are these concepts of direct, inverse, and joint variation used in everyday life? Provide examples for each. You will need to complete your research online. This information is not in your textbook. I would provide examples that justify your r..
Will Investment A or a simple interest account paying 8.5% p.a. earn more money? Explain and How much will the Investment A be worth after 4 years - how much longer would Joe keep the old computer if the rate of depreciation were 16%?
Find the median for the following group of data items 12,9,8,7,13,10,6,8 round to the nearest tenth
You are a training coordinator with a personal care facility in Denver. The HR specialist has asked you to plan for a 30-minute employee orientation program on diversity in the healthcare organization. What elements will you include?
It is about the abstract Math. Use complete sentences. Justify all assertions completely, but don't write so much that the argument becomes difficult to follow.
Let (S,d) be a metric space and define the function u(x,y) = d(x,y)/(1+d(x,y)) for all x,y
Define variables that would tell how many units to purchase from each source. Develop an objective function that would minimize the total cost.
Let E be a metric space, S a subset of E, and let f:E-R be the function which takes the value 1 at each point of S and 0 at each point of the complement of S. Prove that the set of points of E at which f is not continuous is precisely the boundary..
find a 95 percent confidence interval for the proportion
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