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Question: Consider the following minimum cost network flow problem
As usual, the numbers on the arcs represent the flow costs and numbers at the nodes represent supplies (demands are shown as negative supplies). The arcs shown in bold represent a spanning tree. If the solution corresponding to this spanning tree is optimal prove it, otherwise find an optimal solution using this tree as the initial spanning tree.
Find an equation for the speed of the liquid as a function of the distance y it has fallen. Combining this with the equation of continuity, find an expression for the radius of the stream as a function of y.
By what fraction does the amount of charge change ΔQ_new= Q_old (When the battery is connected, charges can keep moving and the charge may not stay to be the same.)
a. Formulate a linear programming model and solve. b. How many acres of farmland will not be cultivated at the optimal solution? Do the Collins use the entire 100 acre allotment?
questionuse the crank-nicolson procedure to solve the following partial differential equationnbspfor 0 le x le 1 taken
What is the maximum velocity attained by the mass, and when is it attained? Answer by using the magnify button and include the corresponding picture
On average. 30-minute television sitcoms have 22 minutes of programming (CNBC. February 23.2006). Assume that the probability distribution for minutes.
Show that the wave equation does not, in general, satisfy a maximum principle - diffusion equation on the half-line with Robin boundary condition
A group of young entrepreneurs earns a (temporarily) steady living by acquiring inadequately supervised items from electronics stores and re-selling them. Formulate this problem as a linear program
Theater policy requires that once a movie is started it must be shown in consecutive weeks. It can not be stopped and restarted again. To represent the schedule possibilities for each movie, the following decision variables were developed:
Bernoulli distribution A hotel has 20 guest rooms. Assuming that outgoing calls are independent and that a guest room makes 10 minutes worth of outgoing calls.
For an infinite string, what initial conditions would give rise to a purely forward wave? Express your answer in terms of initial displacement u(x, 0) = f(x) and initial velocity ut(x, 0) = g(x) and their derivatives
A well-known bank credit card firm wishes to estimate the proportion of credit card holders who carry a nonzero balance at the end of the month.
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