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Because of excessive pollution on the Momiss River, thestate of Momiss is going to build pollution control stations.Three sites (1, 2, and 3) are under consideration. Momiss isinterested in controlling the pollution levels of two pollutants(1 and 2). The state legislature requires that at least 80,000tons of pollutant 1 and at least 50,000 tons of pollutant 2 beremoved from the river. The relevant data for this problemare shown in Table 10. Formulate an IP to minimize the costof meeting the state legislature's goals.
Ignoring the material cost, what is the total cost to produce the disks for the year? All workers will be fully utilized each quarter, in other words, there is no underutilization.
My mom makes $70,000 a year in her job. Our state income tax rate is 6.00%. What is the federal rate on this salary? Then, How much does she really bring home each year, month, two weeks? Thanks
Let P : C -> R be defined by P(z) = Re z; show that P is an open map but it is not a closed map. ( Hint: Consider the set F = { z : Imz = ( Re z)^-1 and Re z doesn't equal to 0}.) Please explain every step and justify.
Assume that a watermelon dropped from a tall building falls y=16t^2 in t sec. Find the watermelon's average speed during the first 3 sec of fall and the speed at the instant t=3sec.
How many bars and shakes should he consume daily while maximizing his protein intake? What is the maximum daily protein intake?
the average attendance rose to 33,000. Find the demand function, assuming that it is linear. How should ticket prices be set so as to maximize revenue?
Identify the definite integral that represents the volume of the solid formed by revolving the region bounded by y=x^3, y=1, and x=2 about the line y=10.
How much profit can they expect to earn if they produce 130,000 chips per week? calculate the slope, x-intercept, and y-intercept, and label the intercepts on the graph.
a movie theater sells popcorn in small medium large and jumbo sizes. the customers of the first show purchase 4 small
At time t=o a particle departs the point (1,2,3) with velocity v(0)=2i+j. Find the particles position as a function of t. Find the length of the particles path from time t=0 to t=2.
A 62 foot guy wire makes an angle of 60 degrees with the ground and is attached to a pole. Find the distance from the base to the point on the pole where the wire is attached. Express your answer to the nearest tenth of a foot.
Suppose that he must add the same number of bags to each side. How many bags must he add to each side in order to balance the scale?
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