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A factory wants the power company to run a special line to the plant. The power company is located 1000 meters down a river on the opposite bank. Ground lines cost $20 per meter. The river is 500 meters wide and underwater line will cost M (M> 1) times as much per meter as the above ground line. Since the factory owns the riverfront property on both sides of the river all the way to the power plant, you may choose where and how the line should cross the river.
1- Find in terms of M all paths that will minimize the cost and what the minimum cost is. Be sure to describe your paths clearly. See diagram.
2- If M =50 give the minimum cost and the best path.
3- If M =2 give the minimum cost and the best path.
4- If M =1.05 give the minimum cost and the best path.
What variables might explain or predict an outcome in your department or life? If you generated a regression equation, how would you interpret it and the residuals from it?
1. evaluate lim sup ek and liminf ek of ek-1k1 for k odd and liminf ek-11k for k even.nbsp2. show that the set e x in
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Use the Crank-Nicolson procedure to solve the following partial differential equation
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Browse the hypothetical data. Some of the results were analyzed using a t-test and other results were analyzed using the F test. Discuss the reasons for different analyses.
Session :Area bounded by curves Question: Find the area bounded by the curves
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