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In the Middle East water is a critical need. According to a population expert, there are 500 families of tribe A living in a small 300 square mile valley. This number is assumed to be the maximum number the water in the valley can support. A new tribe B invades the valley. According to studies each family fiercely defends a certain amount of territory and will not allow families of the other tribe to intrude. Suppose that a family of tribe A defends 1 square miles and a family of tribe B defends 3 square miles. 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.
Choose a company and use any of the 2 (qualitative or quantitative) research and analysis methods to demonstrate selected perceptions (approved by the faculty) of the company. This project requires you to research, review, and analyze perceptions ..
managing ashland multicomm services1. hint let pi 0.02 as shown in the table for no free premium channels.a. px lt 3
Find the probability density function.
The management has decided to undertake a preliminary analysis in order to evaluate the minimum cost for the network configuration under the assumption that the network will be designed from scratch (i.e., as if no plants currently exist) The annu..
A hollow sphere with an inner radius R and outer radius 2R is made of material of density ρ0 and is floating in a liquid of density 2ρ0. The interior is now filled with material of density ρ so that the sphere just floats completely submerged. Fin..
Formulate a linear programming model for this problem. Solve the model with Excel Solver. Interpret your solution. If you have the chance to buy additional land at the price of $50 per acre, would you prefer to do so? What if the price would be $70..
Research and define the concepts of maximum theoretical throughput, channel capacity, and bandwidth - Generate a graph of this function using Excel or another graphing utility.
Problem 1: Use the integration by part to evaluate the following: 1. ? esx sin xdx, where s is some complex number
Consider the following integer linear programming problem
Compare and contrast the differences between a single-phase queuing system and multiphase queuing system. Describe your answer in full.
Use the 3-day weighted moving average method for forecasting days 4-7. Use Weight 1 day ago = 2, Weight 2 days ago = 4, and Weight 3 days ago = 3. Compare the techniques using the mean absolute deviation (MAD).
Use the minimum/maximum regret method to determine the optimal location. Suppose the p(s1)=0.60, p(s2)=0.10 and p(s3)=0.30 Use the expected value method to determine the optimal location.
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