On The Transformation and Transformation Number of Special Graphs A Special Problem Presented to the Faculty of the Department of Mathematics and Statistics College of Arts and Sciences University of Southeastern Philippines In Partial Fulfillment of the Requirements for the Degree of Bachelor of Science in Mathematics Romelyn D. Villamor April 2009 Abstract This paper introduces a new operation on graphs called transformation. A transformation is applicable on simple connected
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QUANTITATIVE METHODS - STATISTICS ------------------------------------------------- (SUBJECT CODE: STA1114) ------------------------------------------------- Instructions to Students: 1. Assignment questions consist of: * Question One - 25% * Question Two - 25% 2. Assignment question must be combined into ONE (1) booklet‚ attached with “Assignment Submission Form” as the front cover‚ enclosed with the “Marking Criteria.” typed with double spacing
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curves. (c) Identify the point where utility is maximized on both curves. Discuss the reasoning behind each value. Q3 Show an indifference curve by using the data in the table below and indicating X on horizontal axis and Y on vertical axis. (3m) Combinations | Units of X | Units of Y | A | 1 | 6 | B | 2 | 5 | C | 4 | 3 | D | 8 | 2 | The following table shows the information about marginal utility for X and Y. Units | MUx | MUy | 1 | 10 |
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year. 2. What should Ginny do to maximize her wealth?Virginia should invest $3m of her money into the restaurant and put the rest in the bank. At theend of the year‚ she will have $5.46M. (ie. A return of 36.5%). Her wealth would have grown36.5%. 3. If Ginny had $4m and wanted to spend $3.8m now‚ what should she do to maximize her wealth?Virginia would have to borrow $2.8M from creditors in order to invest $3M. That would giveher an optimal return after paying interest and principle. She would
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Evaluate the policies and philosophies of 3M from the standpoint of helping the company implement its strategy‚ rooted in innovation Soln.: Policies implemented by 3M are: 1. 15 % option: Employees can spend 15% of their work week in pursuing individual projects of their choice which they need not disclose to any1‚ not even their managers. This promotes intrapreneurship which in turn enables the company to come up with a range of new products every year. 2. 30% rule: Business unit bonuses
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Cantilever Beam Table of Contents Table of Contents 2 1. Introduction 3 2. Theory 3 2.1 Bending Moment and Stresses 3 2.2 Deflection and Slopes 5 3. Equipment 6 4. Procedures 7 4.1 Procedure 1 7 4.2 Procedure 2 8 4.3 Procedure 3 8 5. Results 8 5.1 Results from procedure 1 8 5.2 Results from procedure 2 10 5.3 Results from procedure 3 12 6. Discussion and Error Analysis 14 7. Conclusion 15 1. Introduction During this lab a beam was tested in order to find the relationships
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specific changes that 3M would have to make to its supply chain organization and the accompanying changes in five different areas. Viola needs to assess the feasibility of the ability of 3M to transition from a distribution network that relied on VARs ( value-added resellers ) to a ship-direct model. 3M HEALTH CARE Executive Summary Viola Hoo has been asked to present a report regard current 3M’s distribution system in Canada by the Kevin Higgins‚ the voice present of 3M Health care market.
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cause heat loss. Apparatus: * Burette 0.5 * Ring stand and ring clamp * Measuring cylinder 0.5 * Data logger and Temperature sensor * Beaker 1.0 * Stirring rod * Safety goggle Chemical: * Hydrochloric Acid (HCl) 3M‚ 2.5M‚ 2M‚ 1.5M‚ 1M *
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Lumidigm: Products and Services 2.1.9 Lumidigm: recent announcements and strategic initiatives 2.1.10 Lumidigm: alliances 2.1.11 Lumidigm: Recent Contract Wins 2.1.12 3M Cogent: overview 2.1.13 3M Cogent: products and services 2.1.14 3M Cogent: recent announcements and strategic initiatives 2.1.15 3M Cogent: alliances 2.1.16 3M Cogent: recent contract wins 2.1.17
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paper disc fall at the same rate (1M) The experiment shows that objects with different masses fall at the same rate when there is no air resistance. (1M) How can you find the height of a building if you are given a stopwatch and an iron ball? (3M) First‚ release the ball from the top of the building (1M) and starts the stop watch at the same time to record the time required for the ball falling from the top of the building to the ground(1M). The height of the building h is given by h=0
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