Why case mix is important to managed care

Reference no: EM132318299

Assignment: To help you to better understand why case mix is important to managed care and reimbursement methods; here are some fictional heart attack mortality rates for three different hospitals. Consider the national average for heart attack death rates to be 16%.

Hospital A 16.1%

Hospital B 18.6%

Hospital C 15.7%

Part I: Write a 3-4 page report in which you answer the following questions:

1. Explain case mix and why it is important in evaluating different health care providers.

2. Refer to the table of heart attack mortality rates for Hospitals A, B, and C. From your reading this week, what variables might be impacting the rates in the table? Please explain and discuss the use of data analysis for evaluating this kind of information.

Reference no: EM132318299

Questions Cloud

What treatment options were suggested in the article : Choose a mental disorder, such as depression, schizophrenia, addiction, anxiety, Post-Tramatic Stress Disorder (PTSD), etc. Visit any of the websites provided.

How many people are affected by the policy : Explain what makes this policy unfair, and to whom is it unfair. This part of the post MUST include statistical/quantitative information. For example, how many.

Discussion about the website evaluation : Use the template below to create an outline of your upcoming Website Evaluation paper. The assignment should analyze four websites that focus on a policy issue.

Summarize the gist of the debate by identifying the issue : Summarize the gist of the debate by identifying the issue, and summarizing what each of the discussants has to say. Be sure to identify the debaters/discussants

Why case mix is important to managed care : To help you to better understand why case mix is important to managed care and reimbursement methods; here are some fictional heart attack mortality rates for.

Determine the p-value : A sample of 61 observations is selected from one population with a population standard deviation of 0.65. The sample mean is 2.65.

Distribution with standard deviation : Consider an x distribution with standard deviation s = 40. (For each answer, enter an exact number.)

Find the z score corresponding to x : A normal distribution has µ = 26 and s = 5. (a) Find the z score corresponding to x = 21. (Enter an exact number.)

User Account

All Pages