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The problem you've provided from the image involves calculating various patient counts at Community Hospital for the dates February 1st and 2nd. Here's a breakdown of how each question is solved:

### a. Calculate the hospital inpatient census for February 2

**Census Formula:**
\[ \text{Census on February 2} = \text{Census on February 1} + \text{Admissions} - \text{Discharges} - \text{Deaths} \]

**Values Given:**
- Census on February 1: 427
- Admissions on February 2: 37
- Discharges on February 2: 33
- Deaths on February 2: 0 (not explicitly stated, so assumed from lack of information)

\[ \text{Census on February 2} = 427 + 37 - 33 = 431 \]

### b. Calculate the hospital daily inpatient census for February 2
This is a repeat of question (a), so:
\[ \text{Daily inpatient census for February 2} = 431 \]

### c. Calculate the CCU inpatient census for February 2

**CCU Census Formula:**
\[ \text{CCU Census on February 2} = \text{CCU Census on February 1} + \text{Admissions} - \text{Discharges} - \text{Deaths} \]

**Values Given:**
- CCU Census on February 1: 16
- CCU Admissions on February 2: 2
- CCU Discharges on February 2: 4
- CCU Deaths on February 2: 1

\[ \text{CCU Census on February 2} = 16 + 2 - 4 - 1 = 13 \]

### d. Calculate the CCU inpatient service days for February 2
This refers to the total number of bed-days utilized by patients in the CCU for February 2:

\[ \text{CCU Inpatient service days for February 2} = \text{CCU Census on February 1} + \text{CCU Admissions} = 16 + 2 = 18 \]

If you would like further details on any of these calculations or have any other questions, feel free to ask. Here are a few related topics you might find interesting:

1. How would the calculations change if more detailed data about transfers between hospital units was provided?
2. How does the calculation of inpatient service days impact hospital resource management?
3. What methods are used for calculating inpatient service days in more complex scenarios involving transfers and multiple units?
4. How do unexpected events like emergencies affect these daily census calculations?
5. Can statistical methods be applied to predict future hospital censuses and service days?

**Tip:** It's crucial to carefully track each patient's status change (admissions, discharges, transfers, deaths) to maintain accurate hospital census data, as this affects staffing, resource allocation, and compliance with health regulations.

At 11:59 p.m. on February 1, the Community Hospital census was 427. On February 2, 37 patients were admitted, 33 were discharged, and 2 were admitted and discharged that day. In their CCU, the census on February 1 was 16. On February 2, six patients were admitted, four were discharged, and one was admitted who died later that day in the CCU. Answer the following questions and round the answers to whole numbers: a. Calculate the hospital inpatient census for February 2. b. Calculate the hospital daily inpatient census for February 2. c. Calculate the CCU inpatient census for February 2. d. Calculate the CCU inpatient service days for February 2.

Learn how to calculate the hospital inpatient census and CCU service days using provided data for February 1 and 2. The problem involves key arithmetic operations including addition, subtraction, and patient census management. Suitable for Grades 9-12.

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