Course Project Part 1 “Consulting Service” PROJ592 Project Cost & Schedule Control Table of Contents Executive Summary/Proposal 3 Project Description 4 WBS (Work Breakdown Structure) 5 Capital Cost Estimates 6 Advanced Cost Estimating Technique 7 Cost Assumptions 9 Financial Analysis 10 Schedule 11 Executive Summary/Proposal The Consulting Service Company will lean on its relationships that have been built in the project management industry to take full advantage of
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Provide detailed descriptions and show all calculations used to arrive at solutions for the following questions: 1. Community Hospital has annual net patient revenues of $150 million. At the present time‚ payments received by the hospital are not deposited for six days on average. The hospital is exploring a lockbox arrangement that promises to cut the six days to one day. If these funds released by the lockbox arrangement can be invested at 8 percent‚ what will the annual savings be? Assume the
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ABSOLUT FACTS • ABSOLUT VODKA‚ introduced in the US in 1979‚ is the fourth largest international premium spirit in the world and is available in more than 150 markets. ABSOLUT VODKA is the number two brand of premium vodka worldwide. (Source: Impact International) • Since its launch in 1979‚ ABSOLUT VODKA has achieved significant worldwide sales growth‚ from 10‚000 nine-liter cases (90‚000 liters) to 11.0 million nine-liter cases in 2010 (99.0 millions of liters).Every bottle of ABSOLUTVODKA
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Methods of computation of VAT. (a) Addition Method. (b) Subtraction Method. (c) Tax credit or Invoice Method. Methods of calculation of VAT. As mentioned earlier VAT is nothing but a form of sales tax only and is charged at each stage of sale on the value added to the goods. “Value Added” is the difference between sale and purchase of a business. A straight forward way to compute the base of a VAT for a given period‚ say a quarter‚ is‚ in the case of a manufacturer‚ to deduct the total
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by unbalanced assignment problem? How do you overcome it? 5 Steps in Hungarian method 6 Unbalanced assignment problem 4 10 a. Write a short note on Monte Carlo Simulation. b. A Company produces 150 cars. But the production rate varies with the distribution. Production Rate 147 148 149 150 151 152 153 Probability 0.05 0.10 0.15 0.20 0.30 0.15 0.05
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What aspect of the Columbia community‚ outside of the classroom‚ would you most want to impact and why? (150 words or less) Helping people has always been an important aspect of my life. Whether I’m directly meeting a need or simply providing entertainment‚ I enjoy being of service to others. I have the aptitude to be a leader in any situation‚ and I’m constantly utilizing my leadership skills to make a change for the better. During my time as the head of committees on the student council and
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GM545_QUIZ_1 1. | Question : | (TCO A) There is a decrease in the cost of labor for producing bicycles. (4 pts.) What happens to bicycle supply? (6 pts.) What happens to bicycle demand? | | | Student Answer: | | Nothing happens to supply‚ but demand will increase becasuse there will be an decrease in the price of the bicycles. | | Instructor Explanation: | Since a change in costs to produce the product is a supply factor‚ a decrease in costs would be expected to increase bicycle
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a radius r2= 8.0 mm. The common length of the cylinders is L = 150 m. What is the potential energy stored in this capacitor when a potential difference 4.0 V is applied between the inner and outer cylinder? (k = 1/4??0 = 8.99 × 109 N ? m2/C2) 2‚236 answers DontAngryMe00 2‚236 answers Top Subjects: Precalculus‚ Physics‚ Chemistry C = 2πεL/ln(r2/r1) (ε= 8.85x10^-12F/m) = [2π(8.85x10^-12)*150]/ln(0.008/0.004) = [2π(8.85x10^-12)*150]/ln2 = 1.2x10^-8 F PE = 0.5CV^2 = 0.5*[1.2x10^-8]*4^2 = 9.6x10^-8
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difference between the two indicates whether the planned action is advisable. Below I will pinpoint costs with benefits. Costs | New database | New spreadsheet | New Website | Existing system | Paper based | Initial construction | £150 (3) | £150 (3) | £150 (1) | £0 (0) | £0 (0) | Monthly maintenance | £0 (0) | £0 (0) | £49.99 (5) | £0 (1) | £0 (1) | Software | £0 (1) | £30 (1) | £500 (4) | £0 (1) | £0 (1) | Average | 4 | 4 | 11 | 2 | 2 | Benefits | New database | New Website
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therefore MR=$40 Part A: A firm maximizes profit when it equates MRPL = (MR) *(MPL) = MCL MPL= dQ/dL =1 – L/400 Therefore (40)*(1-L/400) = 20. The solution is L = 200. In turn‚ Q = 200 – (2002/800). The solution is Q = 150. The firms profit is= PQ – (MC)L= ($40) (150) – ($20) (200) = $2‚000 Part B Price increase to $50: Q = Dresses per week L= Number of labor hours per week Q = L –L2/800 MCL=$20 P= $50 A firm maximizes profit when it equates MRPL = (MR) *(MPL) = MCL MPL= dQ/dL =1
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