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Question: Here is a problem to challenge your intuition. In the original Grand Prix example, reduce the capacity of plant 2 to 300. Then the total capacity is equal to the total demand. Rerun Solver on the modified model. You should find that the optimal solution uses all capacity and exactly meets all demands with a total cost of $176,050. Now increase the capacity of plant 1 and the demand at region 2 by one automobile each, and optimize again. What happens to the optimal total cost? How can you explain this "more for less" paradox?
Use a(t) = -32 feet per second squared as the acceleration due to gravity. A ball is thrown vertically upward from the ground with an initial velocity of 56 feet per second. For how many seconds will the ball be going upward?
Calculate the number of one-to-one functions from a set S to a set T , where S and T are finite sets of various sizes.
Franchising is common, sometimes even dominant, in certain industries. Yet in some fields, successful franchising is rare. Discuss what industry characteristics make franchising attractive or unattractive.
A point on the bank directly across the river is sighted from another point 200 feet downstream at an angle of 67° 13' . Find the width of the river.
5. Why do venture capital companies often choose preferred stock for their equity position? 6. Explain how supply and demand influences the price of common stock.
Draw the Edgeworth box diagram that represents the possibilities for exchange in this situation. What is the only exchange ratio that can prevail in any equilibrium
1. let tn be the nth chebyshev polynomialtnx cosn cos-1x xisin2 -1 1 n 0 1......show that the polynomials dened
The chip is in operation for the past 1000 hours. What is the probability that the chip will be in operation for another 6000 hours?
The terms a,a + 12, a + 24 form an arithmetic sequence, and the terms a, a + 24, a + 12 form a geometric sequence. Find these sequences.
What is the reading of the thermometer - How long will it take for the thermometer to reach 15 F
If it takes the doctor 80 minutes to prepare a tooth for a crown, and 30 minutes to seat the crown and the fee for the crown is $550, what does the doctor produce per hour?
Sketch the graph of the inventory as a function of time t (days). At what times is the graph discontinuous?
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