Prepare a critical analysis of a quantitative study focusing on protection of human participants‚ data collection‚ data management and analysis‚ problem statement‚ and interpretation of findings. The quantitative research article can be from your previous literature review or a new peer-reviewed article. Each study analysis will be 1‚000-1‚250 words and submitted in one document. As with the assignments in Topics 1-3‚ this should connect to your identified practice problem of interest. Refer to
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Chapter 25 Discriminant Analysis Content list Purposes of discriminant analysis Discriminant analysis linear equation Assumptions of discriminant analysis SPSS activity – discriminant analysis Stepwise discriminant analysis 589 590 590 593 604 When you have read this chapter you will understand: 1 The purposes of discriminant analysis. 2 How to use SPSS to perform discriminant analysis. 3 How to interpret the SPSS print out of discriminant analysis. Introduction This chapter
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Quantitative Chemical Analysis Lab Chemistry 223 Dr. Dean Olson Fall Semester 2013 Friday‚ August 30 Who Am I? B. Chem. – U. of Minnesota‚ Minneapolis M.S. – U. of North Carolina‚ Chapel Hill Environmental Chemistry; Copper kinetics in estuaries Later work: Calcium and magnesium binding to blood coagulation proteins Ph.D. – U. of Illinois; Oscillatory enzyme kinetics NMR Lab Director; see web page ( http://scs.illinois.edu/nmr/ ) 11 magnets‚ 350 users‚ 4 locations
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Final Assignment Take-Home Exam – Example Solutions QUANTITATIVE ANALYSIS AND BUSINESS DECISION MAKING Question 1 – 5 Points Leila took a standardized test and was told that her score was in the 89th percentile. Explain clearly and in only one sentence what this means. Notes: Percentiles are a way of describing the position of a particular score within a set of scores As per the question‚ I was looking for one simple sentence to explain the meaning of the statement Ideal Answer: If Leila’s
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Homework 2 Solution‚ Fin 500Q‚ Quantitative Risk Management 1. Assume gold price risk is diversifiable‚ and the riskless rate is 5%. A firm produces a unit of gold a year from today. Assume all interest is compounded annually and is tax deductible. The price of gold is either $500 or $200‚ each with probability 0.5. Suppose the firm pays taxes at a rate of 40% for all its cash flow in excess of $300. The value of the firm is the expected discounted value of its cash flow less the expected discounted value
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Rapid Repeat Purchase Scoring Framework (RRPS) Abstract As organizations face a tough economic environment‚ with declines in sales‚ the business model needs to adapt itself to changing economic realities. In such a scenario the conventional wisdom of mining existing installed base takes precedence over new customer acquisition. We developed a Customer Repurchase Probability model to help predict & target customers with a high likelihood of repurchase in the next n units of time. Our Rapid Repeat
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Quantitative Study Evaluation Capella University Spring 2013: Instructor: Lisa McBride Quantitative Study Evaluation The purpose of this research is to evaluate the Effects of Classroom Structure on Student Achievement Goal Orientation. There were three classes chosen and the students had to set weekly goals based on performance and learning. Many of the students in the contingency group based their weekly goals more on learning than performance and many of the students
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. Question 1: [4 marks] In an Automotive Research Association of India (ARAI) sponsored study‚ a random survey was done on 215 people owning petrol-driven small cars in Bangalore who had purchased their cars within the last one year. Details about the observed mileage were collected from the owners. Using the survey results‚ the mean was found to be 11.25 km/litre and the standard deviation was found to be 2.63 km/litre. The total number of petrol-driven small cars that were sold in Bangalore in
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Linear Programming D.V. – Decision Variables O.F. – Objective Funtion S.T. or CONST - Constraints Constrained Mathematical Model – a model with an objective and one or more constraints EXAMPLE: 50D + 30C + 6M is the total profit for a production run($50 profit for Desk‚ $30 profit for Chair and $6 per pound for steel) Functional Constraints - ≤ ≥ or = --Restrictions that involve expressions with 1 or more variables EXAMPLE: 7d+3c+1.5M <= 2000 (constraint on raw steel) Variable Constraints
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final project entails systematic extraction of decision-aiding insights out of a dataset. The project will provide hands-on experience in conducting and interpreting different types of function-wise statistical analysis. The focus of the analysis will be on marketing strategies and analysis-related topics (South University Online‚ 2012). The sample set was examined thoroughly to reveal findings relevant to the marketing strategies and the interpretation of the data. The median income is between
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