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A right circular cone with radius r and height h has volume V = 1 3 πr2 h and surface area (counting the area of the circle at the non-pointy end) of A = πr2 + πr√ r 2 + h 2. Suppose that such a cone is to have a total volume of 100 L. What is the minimum possible surface area of such a cone?
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Obtain, generate, or select your own random set of 120 integers between 1 and 100. You may use a calculator, excel, or a table of random numbers to achieve this. Use your sample to answer the following questions:
The Empire State Building is taller than the Statue of Liberty, and the Statue of Liberty is taller than the Eiffel Tower. Therefore, the Empire State Building is taller than the Eiffel Tower.
What correlation structure should be used, feel free to explore more options than the one covered in class.
The following data comes from the 2011 Behavioral Risk Factor Surveillance System (BRFSS) survey, which is run by the Centers for Disease Control (CDC). This is a joint probability table for the proportions of survey respondents who smoke and who hav..
Identify the importance and application of two of the four propositions by business service organizations below. Multi-project firms that run themselves as core service providers will be more effective in providing value for its customers.
Design op amp integrators and differentiators using negative feedback but with induc¬tors instead of capacitors. (In most situations, capacitors are less expensive than induc¬tors, so the previous designs are preferred.)
What is the planning value for the population standard deviation and how large a sample should be taken if the desired margin of error is as shown below (to the nearest whole number)?
Provide your answers for these computations in the first paragraph, and attach an Excel file that shows how they were done. Explain the importance of accurate and clear quantification in the second paragraph.
Express the given equation in logarithmic form
How is the number line model used to divide whole numbers in the problem?
Is there some number m such that if a graph with v vertices is connected and has m edges, then it is a tree? If so, what is m in terms of v?
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