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(Solution) NR544 Week 3: Quality Improvement Model Application

Requirements Assignment Criteria for the Paper 1.    Identify any existing quality concern or an existing patient safety issue and provide the rationale for choosing this issue. 2.    Explain the background and scope of the problem. 3.    Analyze the issue based on the appropriate quality philosophy. 4.    Identify the regulatory guidelines, internal and/or external benchmarks, or…

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(Solved)NR544 Week 6: Scholarly Discussion Forum (graded): Accrediting Agencies and Hospital Quality

Sunny Valley Medical Center is accredited by The Joint Commission (TJC). The last survey was in 2016. Consistent with TJC tracer methodology approach to surveying, the survey was unannounced. The hospital worked diligently and continuously to prepare for this survey. Sunny Valley Medical Center and The Joint Commission are interested in customers’ concerns, problems, and…

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(Solution) NR505NP Week 2: PICOT Question Worksheet

Requirements: Review the elements included in PICOT questions to guide evidence-based nursing practice.  Respond to the questions below using the PICOT Question Worksheet TemplateDownload PICOT Question Worksheet Template. Using a minimum of 3 scholarly nursing sources, current within 5 years:   Identify and describe one practice-related issue or concern.  You may choose to build on the practice issue you identified in NR500NP/NR501NP.  Explain why…

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(Solved) NR505NP Week 3: Collaboration Cafe

With new information continually emerging, professional nurses must be equipped to critique scholarly literature and discern its value for practice. Select one current, quantitative scholarly nursing article related to your PICOT question and determine its strengths, limitations, and potential application. Complete the Johns Hopkins Nursing Evidence Based Practice Appendix E Evidence Appraisal ToolDownload Johns Hopkins Nursing…

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(Solution) MATH225 Week 5 Assignment Evaluating Probability Using the Normal Distribution

Question A normal distribution is observed from the number of points per game for a certain basketball player. If the mean is 16 points and the standard deviation is 2 points, what is the probability that in a randomly selected game, the player scored between 12 and 20 points? Use the empirical rule Ans: 95% You should also look at (Solution) MATH225 Week 5…