Shaquaris Magee Oachs Chapter 15 Check Your understanding 15.2
docx
keyboard_arrow_up
School
University of Notre Dame *
*We aren’t endorsed by this school
Course
20
Subject
Health Science
Date
Dec 6, 2023
Type
docx
Pages
2
Uploaded by PresidentNarwhalMaster251
Shaquaris
12/3/2023
Oachs Chapter 15 Check Your understanding 15.2
1. The patient who was admitted through the emergency department on December 2 at 1:23 p.m. and
died at 7:52 p.m. on the same day should be included in the daily census. The daily census counts all
patients who are present in the hospital during a specific day, regardless of the length of their stay. Even
though this patient's stay was short due to their unfortunate passing, they were still present in the
hospital on that day and should be included in the count.
2. To calculate the average daily census for A&C for January, we need the total inpatient service days
(IPSDs) for that month. In this case, the total IPSDs given is 5,428. The average daily census can be
calculated by dividing the total IPSDs by the number of days in January. Since January has 31 days, we
can use the following formula:
Average Daily Census = Total IPSDs / Number of Days
Average Daily Census = 5,428 / 31
Average Daily Census ≈ 175.42 (rounded to two decimal places)
Therefore, the average daily census for A&C for January is approximately 175.42.
3. To find the daily inpatient census for July 16, we need to consider the census at midnight for July 15,
the number of discharges, admissions, and A&Ds (admissions and discharges) that occurred after that
midnight.
Given the following information:
- Census at midnight for July 15: 239
- Discharges: 59
- Admissions: 67
- A&Ds: 24
To calculate the daily inpatient census for July 16, we can use the following formula:
Daily Inpatient Census = Census at Midnight + Admissions - Discharges + A&Ds
Daily Inpatient Census = 239 + 67 - 59 + 24
Daily Inpatient Census = 271
Therefore, the daily inpatient census for July 16 is 271.
4. To calculate the length of stay for each patient based on the given table, we subtract the admission
date from the discharge date for each patient.
- Patient A: June 8 - June 5 = 3 days
- Patient B: June 6 - June 6 = 0 days
- Patient C: June 17 - June 11 = 6 days
- Patient D: July 3 - June 29 = 4 days
- Patient E: June 15 - June 15 = 0 days
- Patient F: June 28 - June 21 = 7 days
- Patient G: July 1 - June 26 = 5 days
Therefore, the length of stay for each patient is as follows:
Patient A: 3 days
Patient B: 0 days
Patient C: 6 days
Patient D: 4 days
Patient E: 0 days
Patient F: 7 days
Patient G: 5 days
5. To calculate the average length of stay based on the given table of patient data, we sum up the length
of stay for each patient and divide it by the total number of patients.
- Sum of length of stay: 3 + 0 + 6 + 4 + 0 + 7 + 5 = 25 days
- Total number of patients: 7
Average Length of Stay = Sum of length of stay / Total number of patients
Average Length of Stay = 25 days / 7
Average Length of Stay ≈ 3.57 days (rounded to two decimal places)
Therefore, the average length of stay for the given patient data is approximately 3.57 days
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
- Access to all documents
- Unlimited textbook solutions
- 24/7 expert homework help