Journal/diary 15/11/12 (1 hr) | Understanding the problem: * Half page introduction to scenario * Complete Preliminary investigation on marble bar | 16/11/12 (30 mins) | Understanding the problem: * Requirements report | 19/11/12 (1 hr) | Planning: * Feasibility study on flat file and relational database. * Economic and technical feasibility | 20/11/12 (1 hr) | Planning: * Schedule and organisational feasibility * Complete updated requirements report | 22/11/12 ( 1hr and
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Week 6 DQ 2 · What are two techniques used to solve systems of linear equations? Which do you feel is better? Explain why. Write a system and show us how you would use your favorite solution method. The two symbolic techniques used to solve linear equations are substitution and elimination methods. The substitution method consist of solving for one of the variables in one of the equations, then substituting the value/solution of that variable into the other equation, which when solved will
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The commutative property and associative property allows the same result using order of operations and the ability to move terms and corresponding operational symbols throughout the equation. As Dugopolski (2012 ) noted, these properties is what allows a hamburger, coke, and French fries to cost the same as a coke, French fries, and hamburger. These properties allow for the like terms to be combined so that the equation can be computed to its simpliest form. They key to the simpliest form is that
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Advance Database Assessment – Marshalls Garage The problems with a flat file database are as follows -: The potential problems of a flat file database are mostly caused through duplication of the required information – e.g. each time the town is put in, it has to be typed separately, this can lead to errors with spelling and consistency e.g. (AE) instead of Dalbeattie, and also inconsistencies between the data whilst the information is being inserted into the database, this also leads to a
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Running Head: QLT1 Task 1 Rev 1 QLT1 Task 1 Rev 1 QLT1 Task 1 Mary is going away to college. In order to stay in touch with her family and friends she needs to get a cell phone with a calling plan. At this time Mary isn’t sure what her monthly phone usage is going to be. After consulting with her college friends, she estimates her usage will be between 200 and 900 minutes per month. A local phone company offers two basic calling plans: Plan A. offers a package consisting of monthly charge
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Republic of the Philippines EDUARDO L. JOSON MEMORIAL COLLEGE Palayan City S Y L L A B U S COURSE NO. : Math 18 PROGRAM: B.S. in Business Administration DESCRIPTIVE TITLE : Quantitative Techniques YEAR AND SECTION: 3A, 3B, 3C, 3D CREDIT : 3 Units SCHOOL YEAR: 1ST SEMESTER 2013-2014 COURSE DESCRIPTION: This course is designed for Commerce and Accountancy students which deals with the basic algebraic expressions, linear
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Associate Level Material Appendix F Ticket Sales Living in or near a metropolitan area has some advantages. Entertainment opportunities are almost endless in a major city. Events occur almost every night, from sporting events to the symphony. Tickets to these events are not available long and can often be modeled by quadratic equations. Application Practice Answer the following questions. Use Equation Editor to write mathematical expressions and equations. First, save this file to your
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1a. Answer: (1.0, 228,000), (2.0, 216,000) 1a. Key work steps 1b. Answer: $-12,000 1b. Key work steps Since M= y2-y1/x2-x1 then M= 216,000-228,000/2.0-1.0 M=-12,000/2.0-1.0 M=-12,000/1.0 M=-12,000 1c. Answer: Y= (-12,000)*x+240,000 1c. Key work steps Since Y=mx+b then and do figure m we use the formula m= (y2-y1)/(x2-x1) I know now what m is in my equation in this situation it’s -12,000 and to figure b is just the Y intercept which in this case is 240,000. So I get my
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RSM332 - Final Exam - Winter 2011 - solutions 120 marks Stocks a) $208.33 million (2 marks) b) NPV of project = $8.1 million (3 marks), new price per share = $21.64 (3 marks) c) any good 3, examples listed (2 marks each, 6 marks total) d) any three listed (2 marks each, 6 marks total) Bonds a) strip coupons payments from 18,000 of the 10 year 4% coupon bonds (4 marks), strip the $12,000,000 par payment from the year-7 coupons of 300,000 10-year bonds (4 marks), sell off
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Assignment No 6: Submission date 19th November 1, 2012 LOAD FLOW CALCULATIONS y12 = -j2.5 P3, Q3 V1 2 V3 V2 z12 = j0.4 z13 = j0.4 Y13=-j5 P2, Q2 P1, Q1 3 1 Node | Vpu | δo | P | Q | Type | 1 | 1.0 | 0 | - | - | Reference | 2 | 1.0 | - | -1.0 | - | P-V | 3 | - | - | -0.6 | -0.3 | PQ | 6.1 Establish the equations for power injection (Pi,Qi) at all nodes. 6.2 Calculate the unknown variables in the table shown above by analytical solution. 6.3 Develop analytical expressions
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