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we are given a directed graph G=(N,A) and a demand or supply bi for each i∈N, such that ∑bi=0, i∈N. There are two types of costs:transportation costs cij of shipping one unit from node i to node j,and building costs dij of establishing a link(i,j) between nodes i and node j of capacity uij. We would like to build such a network in order to minimize the total building and transportation costs, so that all demand is met. Formulate the problem as an integer programming problem.
Suppose a diver leaps from the edge of an 80foot cliff. His initial upwards velocity is 8 feet per second. When will he hit the water?
Prepare a Flexible Budget Gator Divers is a company that provides diving services such as underwater ship repairs to clients in the Tampa Bay area.
You determine that 1 ounce of the peanut butter contains 115 calories and 9 grams of fat. What percent of calories come from fat?
The population of the Earth is approximately 6 billion people and is growing at an annual rate of 1.9%. Assume the growth follows a Malthusian model. By what factor will the current population of the Earth increase in 119 years? (Round your answer..
FInd the probability that exactly 2 will be defective
Given the explicit solution from part (a), what is the largest possible t-interval on which the explicit solution makes sense?
Find the inverse of the matrix.
Four congruent quarters circle are drawn inside square of side length four centimeters f ind the shaded area
Three whole numbers, greater then zero can be used to form a trio. example: (1,2,2) is a trio whose sum is 1+2+2=5 And (2,1,2) is a different trio whose sum
which relationship can best be described as casual?
A computer store has 50 printers of which 25 are laser printers and 25 are ink jet printers. If a group of 10 printers is chosen at random from the store, find the mean and variance of the number of ink jet printers.
When graphing a linear inequality, how do you select the area (which side of the line) that is being represented (and has to be shaded) by the inequality?
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