Part 1
The Striving for Perfection Urgent Care Center feels that its patients wait time is too long. | ||||||||
The staff has noticed that increasing numbers of people are waiting longer in the waiting room. | ||||||||
The national benchmark performance is 90 minutes or less from the time the customer arrives | ||||||||
to the time the customer is treated and discharged. | ||||||||
Part I | ||||||||
The staff decides to examine the time it takes for all patients to move through their service process | ||||||||
on two successive days (columns A & B of the data tab = one sample). | ||||||||
Question 1 (2 points): What type of variable did they choose to examine? Qualitative or quantitative? | ||||||||
Question 2 (2 points): Is the variable categorical, discrete or continuous? | ||||||||
Question 3 (2 points): How many observations did they collect? | ||||||||
Question 4 (2 points): What type of sampling did they use? | ||||||||
Random, systematic, stratified, clustered, or convenience. | ||||||||
Question 5 (20 points): Summarize these data graphically and using data description techlniques. | ||||||||
Question 6 (10 points) Are there any outliers in these data? Justify your answer. | ||||||||
Question 7 (20 points): Is the clinic meeting the national benchmark time? | ||||||||
(Test the hypothesis that the clinic's population mean is less than 90 minutes. | ||||||||
Use a 95% confidence level. Assume the variable is normally distributed. | ||||||||
State whether the assumptions for the test are met or not | ||||||||
Include the six step process described in the Chapter 9 Quiz.) | ||||||||
1. They chose a quantitative variable that is time which can be quantified.
2. The variable is continuous because time can take any value in an interval.
3. They collected 44 observations.
4. They chose convenience sampling because they examined all patients.
Part 1 The Striving for Perfection Urgent Care Center feels that its patients wait time is...
Part 2 The Striving for Perfection Urgent Care Center feels that its patients wait time is too long. The staff has noticed that increasing numbers of people are waiting longer in the waiting room. The national benchmark performance is 90 minutes or less from the time the customer arrives to the time the customer is treated and discharged. Part II The staff thought that the type of service might have an impact on the time it took for the patient...
The Striving for Perfection Urgent Care Center feels that its patients wait time is too long. The staff has noticed that increasing numbers of people are waiting longer in the waiting room. The national benchmark performance is 90 minutes or less from the time the customer arrives to the time the customer is treated and discharged. Part I The staff decides to examine the time it takes for all patients to move through their service process on two successive days...
Problem: The Striving for Perfection Urgent Care Center feels that its patients wait time is too long. The staff has noticed that increasing numbers of people are waiting longer in the waiting room. The national benchmark performance is 90 minutes or less from the time the customer arrives to the time the customer is treated and discharged. The staff decides to examine the time it takes for all patients to move through their service process on two successive days (columns...
use graph D and E to find mean of each service type(1,2,3,4) thanks and complete other questions Col. B Column A Col D Col. E Col. G Sample: elapsed Type of times service before process changed Urgent Care facility Sample: patient times in elapsed minutes, collected on 2 successive times after process days improved 65 49 33 49 147 147 50 38 190 190 78 4 55 200 179 200 90 90 47 45 90 97 97 24 45 95...
Population 1 Female weights Population 2 male weights 128 190 142 145 130 150 133 127 195 165 166 155 112 155 180 180 180 156 155 188 144 220 140 154 143 200 110 210 160 270 125 250 130 180 150 250 145 240 180 170 175 150 108 155 200 195 151 210 170 155 141 165 200 145 185 190 142 234 125 205 130 151 240 153 160 172 120 200 210 130 220 210...
2. Suppose that the amount of time teenagers spend weekly working at part-time jobs is normally distributed with a standard deviation of 40 minutes. A random sample of 15 teenagers was drawn, and each reported the amount of time spent at part-time jobs (in minutes). These are listed here. Determine and interpret the 95% confidence interval estimate of the average amount of time spent working weekly at part-time jobs of all teenagers. 180 130 150 165 90 130 120 60200...
3.53 The time from when a patient is discharged from North Shore Hospital to the time the discharged patient’s bed is ready to be assigned to a new patient is referred to as the bed assignment turnaround time. If the bed turnaround time is excessive, it can cause problems with patient flow and delay medical procedures throughout the hospital. This can cause long waiting times for physicians and patients, thus creating customer dissatisfaction. The admissions RN has assigned a patient...
Your IT department provided you data on patients that received ER services, their GHHS, and their recovery time. Prepare a report to share with the owners of the facility that will help you make informed decisions about how long you can expect a patients’ recovery time would be based on their GHHS. Based on your findings provide recommendations on your plan moving forward to improve the functioning of your facilities in generating revenue. Prepare a report that addresses each of...
33 On May 6, Jim Ryan borrowed $14,000 from Lane Bank at 7 % interest. Jim plans to repay the loan on March 11. Assume the loan is on ordinary interest. How much will Jim repay on March 11? (Use Days in a year table) (Round your answer to the nearest cent.) Jm repay etbook 7-1 TABLE Exact days-in-a-year calendar (excluding leap year)" Day of month 30 31 30 31 28 31 30 31 31 30 31 31 Dec Mar...
Subject 5 (10%) Is there a difference between the means of the total of rooms per hotel in Crete and Southern Aegean Islands? Answer your question by calculating an appropriate, symmetric, 95% confidence interval using a Z statistic and equal standard deviations in the two populations. Explain your findings. Region ID : 1= Crete 2=Southern Aegean Islands 3=Ionian Islands STARS Total_Rooms Region_ID ARR_MAY ARR_AUG L_COST 5 412 1 95 160 2.165.000 5 313 1 94 173 2.214.985 5 265 1...