Using a single composite week, this HI230 Unit 2 census computation derives each day's service days, totals them to [985] and divides by seven for the average daily census. Searches like "hi 230 unit 2 assignment example", "hi230 unit 2 sample" and "hi230 unit 2 example" land here.
What a finished HI230 Unit 2 census computation looks like
A single table does most of the work. Its rows are the seven days; its columns carry the census at the previous midnight, admissions, discharges, deaths, the new midnight census, same-day patients, and inpatient service days. Monday starts from [142], takes in [21] admissions, loses [18] discharges and [1] death, and closes at [144]; its [2] same-day patients raise the service days to [146]. Every other row follows the same arithmetic, and a check line confirms that the seven midnight counts total [977], eight short of the service days. Newborns sit in a separate two-line block, [84] service days and an average of [12.0], never added to the adult figure. Beneath the table, the formula for average daily census is written out before the division.
How a HI230 Unit 2 example is structured
Census problems in most sections supply raw daily movement and ask for service days and an average, so the example is laid out as definitions, table, formula and interpretation. Definitions come first and are brief: census taken at midnight, an inpatient service day as one patient present at that count, and the same-day rule that adds patients who arrived and left between counts. The table follows, one row per day. Next, the average daily census formula appears in words, total inpatient service days for the period divided by the number of days in the period, then with figures, then rounded once to one decimal place. Interpretation closes it: the Thursday peak of [149] against the Saturday low of [133], a spread of [16] patients, and what that gap means for weekend staffing and elective admissions.
Three definitions
Census-taking time, the inpatient service day and the same-day rule, each stated in a sentence so the table's columns have fixed meanings.
Seven rows of movement
Previous midnight, admissions, discharges, deaths, new midnight count, same-day patients and service days for each day, every row reproducible from the one above it.
A check line
The seven midnight counts summed and set against total service days, the difference matching the same-day patients exactly.
Newborns kept apart
Bassinet service days and their own average in a separate block, because adding them to adults and children would distort every figure that follows.
Average, then meaning
The formula in words and figures, one rounding, and a paragraph reading the midweek peak against the weekend low.
Where marks go in HI230 Unit 2
The same-day patients account for more lost points than anything else. Leaving them out undercounts service days, and counting them in the midnight census as well double-counts them, so the check line exists to catch both. Dividing by the bed count instead of by the days in the period produces a number that is neither census nor occupancy, and graders mark it wrong rather than creative. Newborns folded into the adult total cost points in nearly every key. A table with a midnight count that does not follow from the prior row's movement signals copied figures. Reporting the average as a whole number when the instructions ask for one decimal place loses a point that costs nothing to keep. Papers that stop at [140.7] without a sentence on what it means answer only half the question.
Get a HI230 Unit 2 example written to your instructions
Census exercises differ in period and in what they hand over, daily movement, midnight counts or a finished census sheet. Send the Unit 2 data unchanged, alongside the rubric, the instructions and whatever rounding convention applies. The computation comes back worked in full, check line included, within 24-48h; the first sample is free.
HI230 Unit 2 questions, answered
Is a patient admitted and discharged the same day really a full service day?
Yes, by the standard definition used in hospital statistics. That patient never appears in a midnight count, so without the same-day rule the care would vanish from the census entirely. The example adds such patients to the day's service days and shows the check line, so a grader can see they were counted once, not twice and not zero times.
Why keep newborns separate?
Because hospital statistics conventionally report newborns in bassinets apart from adults and children, and most keys expect that split. Folding them in inflates the census and distorts later rates built on it, especially occupancy, where bassinets have their own count. The example keeps a small newborn block beside the main table so both figures are available without either contaminating the other.
What if my data gives only midnight census figures?
Then service days equal those counts plus any same-day patients the data identifies, and if it identifies none, the census and service days match. The example notes that assumption in a line above the table. If the prompt gives movement instead, the midnight counts have to be built row by row, which is how the example's table works.