Operations Research Unit 6 Unit 6 Structure Assignment Problem 6.1. 6.2. 6.3. 6.4. Introduction Mathematical formulation of the problem Hungarian method algorithm Routing problem 6.4.1. Unbalanced A.P 6.4.2 Infeasible Assignments 6.4.3 Maximization in A.P 6.5. 6.6. Traveling salesmen problem Summary Terminal Questions Answers to SAQs and TQs 6.1 Introduction The assignment problem is a special case of the transportation problem‚ where the objective is to minimiz
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Page No. I Sr.Number:- OISD/2012/001 OISD-STD-117 Revised Edition: Aug 2007 1st Amended Edition: July 2008 2nd Amended Edition: October 2010 3rd Amendment : July‚ 2012 FOR RESTRICTED CIRCULATION FIRE PROTECTION FACILITIES FOR PETROLEUM DEPOTS‚ TERMINALS‚ PIPELINE INSTALLATIONS AND LUBE OIL INSTALLATIONS Prepared By FUNCTIONALCOMMITTEE ON FIRE PROTECTION Oil Industry Safety Directorate Government of India Ministry of Petroleum & Natural Gas 8th Floor‚ OIDB Bhavan‚ Plot
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of animals will start at 1:00 to 4:30 in the afternoon. The whole morning will be utilized for cleaning the area. The 2nd shift will start at 9:00 in the evening up to 5:30 in the morning. It employs 48 workers of which 25 are regulars and 23 are contractual. This contractual will do the maintenance and the manual slaughtering of animals. Currently the number of hogs‚ cattles and other animals slaughtered are as follows Hogs 200 to 250 heads Cattle 30 to 40 heads Chicken none ( chicken
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TABLE OF CONTENT Abstract…………………………………………………………………………2 Introduction…………………………………………………………………….3 Objectives……………………………………………………………………....4 Theory…………………………………………………………………………..4 Apparatus and materials…………………………………………………………5 Technique/method……………………………………………………………….5 Procedures……………………………………………………………………….6 Results…………………………………………………………………………...7 Calculations……………………………………………………………………...9 Discussions………………………………………………………………………10 Conclusions……………………………………………………………………...11 Recommendations………………………………………………………………
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range is -30Cº to +50Cº? I know I use the formula: L = LoT L = ? (Change in length of the slabs. We are solving for this.) = 12e-6 (Coefficient of expansion. I looked it up on page 388.) Lo = 14 m (Initial length of slabs.) T = 30 Cº (50Cº - 20Cº) (Change in temperaure. You only care about the hottest number since you are dealing with expansion.) I then had the formula: L = e14 m 30Cº L = .00504 m L = .50 cm The space between the slabs must be the same as the
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spectrum of ABMDMA in water showed that the absorbance stayed constant for 30 minutes (Figure 2). Figure 3 shows the absorbance changes of 9‚10-anthracenediyl bis(methylene)dimalonic acid alone and M3 with 9‚10-anthracenediyl bis(methylene)dimalonic acid in an aqueous solution as a function of irradiation time. No change in the absorbance occurred in the trap molecule either in light or dark‚ though the absorbance of the M3-trap molecule solution decreased under light due to the interaction of trap
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EN 1029 Laboratory Laboratory FM Declaration: In submitting this report‚ I hereby declare that‚ except where I have made clear and full reference to the work of others‚ this submission‚ and all the material (e.g. text‚ pictures‚ diagrams) contained in it‚ is my own work‚ has not previously been submitted for assessment‚ and I have not knowingly allowed it to be copied by another student. In the case of group projects‚ the contribution of group members has been appropriately quantified. I understand
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Homework 2 Solution 1. Consider the diagram of the electronic system‚ which shows the probabilities of the system components operating properly. The entire system operates if assembly III and at least one of the components in each of assemblies I and II operates. Assume that the components of each assembly operate independently and that the assemblies operate independently. What is the probability that the entire system operates? 0.9 0.9 0.8 0.8 0.7 I II III 0.95 Solution: P = [1-(1-0.9)*(1-0
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problems involving right rectangular prisms‚ right triangular prisms‚ and right cylinders Danielle works at a toy store that sells remote control cars. She wants to fit 60 car boxes into a large crate. The car boxes have dimensions of 50 cm × 30 cm × 20 cm. The crate has dimensions of 140 cm × 120 cm × 110 cm. Predict whether all 60 boxes fit in the crate. How can you solve a problem involving volume? • centimetre cubes • centimetre grid paper Estimate the number of boxes that could
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Understanding the Management Role to Improve Management Performance I.L.M. Level 5 Diploma in Leadership & Management Candidate Name: Paul Mendes Candidate Number: 0000000 Centre Name: RBHFT Centre Number: R31648 20 August 2012 ------------------------------------------------- Section 1 Understand the specific responsibilities of middle managers in enabling the organisation to achieve its goals. My organisation is the Royal Brompton and Harefield NHS Foundation Trust
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