NU803 Unit 7 Run Chart Interpretation Example

Reviewed by Elspeth Marlowe, MSN, RN Change Management and Clinical Data Analysis Purdue University Global Free custom sample in 24 to 48h

This NU803 Unit 7 sample is a run chart interpretation of hyperglycemic monitored days for patients on high-dose steroids across sixteen baseline and twelve implementation weeks on two composite medical units. It comes from Purdue Global NU 803, Change Management and Clinical Data Analysis, a DNP course. With the baseline median of 30.8 extended, ten consecutive weeks fall below it from the third week after go-live, a shift confirmed by the longest-run check. Runs fall within the expected range, no trend appears, and week one's 38.5 is examined through its small denominator rather than declared astronomical. Three alternative explanations are checked, and process charts are read alongside the outcome.

CourseNU803 Change Management and Clinical Data Analysis
UnitUnit 7
Paper typeRun chart interpretation
LengthAbout 900 words, 6 pages double-spaced
FormatAPA 7 student paper
SchoolPurdue University Global
ProgramDoctor of Nursing Practice (DNP)
UpdatedSeptember 2026

Free sample paper for NU803 Unit 7

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Ten Weeks Below the Line: A Run Chart Interpretation of Hyperglycemic Monitored Days After Timed Glucose Checks Began for Patients on Steroids, Naming the Rule Behind Each Call

[Student Name]

Purdue University Global

NU803: Change Management and Clinical Data Analysis

Unit 7 Run Chart Interpretation

[Instructor Name]

[Date]

The units and weekly data are composite; figures are bracketed and computed consistently.

What this part is doingEach conclusion names the run chart rule behind it, so a reader can check the call rather than accept it.
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The Chart

The chart plots hyperglycemic monitored days per 100 monitored days for [16] baseline weeks and [12] implementation weeks, with the two education weeks omitted. The baseline median, [30.8], is drawn across the whole chart. Baseline weekly values ranged from [27.5] to [34.2]. Implementation values were [38.5] and [31.9] in weeks one and two, then [19.2], [17.5], [15.9], [15.2], [17.3], [15.0], [15.7], [14.1], [15.0] and [14.6] in weeks three to twelve.

The Rules Applied

Four rules were set in advance, drawn from published guidance on run charts (Perla et al., 2011). A shift needs at least six points in a row, all above or all below the median. A trend is five or more consecutive points all rising or all falling. Too few or too many runs is judged against a table of expected limits for the number of useful points. An astronomical point is one so obviously different that it would be noticed without a rule. Points falling exactly on the median are not counted when counting shifts and runs.

Simulations of run chart rules have shown that some produce more false signals than others as series lengthen, and recommended using the length of the longest run and the number of median crossings, with limits that depend on the number of points (Anhøj & Olesen, 2014). That approach was used as a check on the rules above.

Shift: Present

From implementation week three to week twelve, ten consecutive points fall below the baseline median. This meets the shift rule. Using the longest-run approach, the limit for [26] useful points is about eight; a run of ten exceeds it.

The signal begins in week three, not week one, which is what a bundle that takes time to reach every patient should look like.

Trend: Absent

No sequence of five or more points rises or falls continuously. The fall from week two to week three is large, but it is a single step, followed by values that level off around [15]. A trend rule would not capture that pattern, and the shift rule does.

Runs: Within the Expected Range

Excluding the two baseline points that sit exactly on the median, the series has [26] useful points and [12] runs. For [26] points, the expected range is roughly [9] to [19] runs, so the number of runs does not by itself signal change. Most of the runs occur during the baseline, where values cross the median frequently, as a stable process should.

The Tallest Point: Examined, Not Declared

Week one's value of [38.5] is the highest on the chart and above every baseline week. It is tempting to call it astronomical and treat it as a sign that the bundle made things worse at first. It was not declared astronomical, for two reasons. It is only [4.3] points above the highest baseline week, not dramatically outside the range, and it rests on only [39] monitored days, far fewer than the [72] to [83] of later weeks, because the order-set trigger was still being corrected in week one. The small denominator makes the week's rate unstable. Examining the underlying days, discussed in the seminar reflection, showed that three patients accounted for most of that week's hyperglycemic days.

What this part is doingThe tallest point is explained through its denominator and its patients, not labeled and dismissed.
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Alternative Explanations Checked

Three events around go-live could have produced a similar shift, so each was checked. The hospitalist group added [one] new physician in implementation week [four]; the shift began a week earlier, and the new physician covered only [one] unit. The mix of steroid indications could have changed, for example with fewer high-dose pulses; the share of steroid days at [60] mg or more in prednisone terms was [21] percent at baseline and [23] percent during implementation, essentially unchanged. And monitoring itself changed the denominator: many more days became monitored days during implementation, including days in patients without diabetes, who may be less likely to exceed 250 mg/dL. Restricting the chart to patients with diabetes, who were monitored in both periods, still showed a shift beginning in week [four], which suggests that the change is not only an effect of monitoring more patients.

What the Chart Supports

The chart supports a conclusion that hyperglycemic monitored days fell and stayed lower from the third implementation week onward, a change unlikely to reflect random variation. Taken alone, it cannot show that the bundle caused the change, since other events could coincide with go-live. The companion charts help: pre-dinner checks rose above [80] percent by week three and pre-lunch checks by week five, after the lunch wave moved, and escalations followed by scheduled insulin rose from [34] percent at baseline to [71] percent. A change in outcome that follows changes in the processes the bundle targets is more credible than one that appears alone (Provost & Murray, 2022).

What this part is doingProcess charts are read alongside the outcome chart, because an outcome change that follows the targeted processes is more believable.
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Next Steps

The chart will continue weekly for at least [12] more weeks. A new median, [15.5], calculated from implementation weeks three to twelve, will be used for the sustainment phase, so that any drift back toward baseline can be detected by the same rules.

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References

Anhøj, J., & Olesen, A. V. (2014). Run charts revisited: A simulation study of run chart rules for detection of non-random variation in health care processes. PLoS ONE, 9(11), Article e113825. https://doi.org/10.1371/journal.pone.0113825

Perla, R. J., Provost, L. P., & Murray, S. K. (2011). The run chart: A simple analytical tool for learning from variation in healthcare processes. BMJ Quality & Safety, 20(1), 46-51. https://doi.org/10.1136/bmjqs.2009.037895

Provost, L. P., & Murray, S. K. (2022). The health care data guide: Learning from data for improvement (2nd ed.). Jossey-Bass.

NU803 Unit 7 instructions, in plain terms

The Unit 7 assignment asks you to interpret your project's run chart using established rules. Most versions want the chart described, the rules stated in advance, each rule applied with its result, any unusual points examined, alternative explanations considered, and a conclusion about what the chart supports. Around four pages is typical. Faculty reward interpretations that name the rule behind each conclusion, use the baseline median rather than one drawn from the whole series, examine unusual points through their denominators and underlying data, and read outcome charts together with process charts. A run chart is usually enough for an improvement project; control charts add limits but also assumptions that a short series may not meet.

How the NU 803 Unit 7 example is put together

The paper describes the chart, its median and the weekly values. Four rules are stated with their sources, and a simulation study's longest-run and crossings approach is used as a check. The shift is identified from week three, with the highlighted sentence on why a delayed signal fits a bundle that takes time to reach patients. The absence of a trend is explained. Runs are counted and compared with expected limits. Week one's tall point is examined through its small denominator. Alternative explanations are checked: a new physician, the mix of steroid doses and changes in who was monitored. The final sections read process charts alongside the outcome and set a new median for sustainment.

Where the points sit in the NU803 Unit 7 rubric

Run chart interpretations are commonly assessed on correct application of rules, transparency, handling of unusual points, consideration of alternatives and conclusions. Rule application earns credit when each rule is stated and applied correctly, with points on the median handled properly. Transparency rewards naming the rule behind every conclusion. Unusual points are judged on whether they are investigated rather than labeled. Alternatives are credited when plausible competing explanations are checked with data. Conclusions score well when they state what the chart supports and what it cannot show. Reading process and outcome charts together often earns additional credit because it strengthens the case for a link between the change and the result.

NU803 Unit 7 help: mistakes that cost points

A common weakness is declaring success from a visual impression without naming a rule. Another is computing the median from all points, which pulls it toward the new level and weakens the comparison. Some interpretations call any high point astronomical, or ignore it. Others treat a shift as proof that the change caused the improvement. Many look only at the outcome chart. And alternative explanations are rarely checked. State your rules before looking, use the baseline median, examine unusual points through their denominators, check at least two competing explanations with data, and read the process charts beside the outcome. Remember that the chart is a conversation starter for staff, not a verdict, and should be read with them.

Get an NU803 Unit 7 example written to your instructions

Upload the weekly figures behind your chart, or the chart itself with its median marked, with the date your change began and the Unit 7 prompt and rubric, and a free first custom sample returns within 24-48h applying each run chart rule to your series, the deciding count shown, plus a short list of claims the chart cannot support. The paper above is an original model document written by our desk, not a submitted student paper and not an official Purdue University Global document.

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NU803 Unit 7 questions, answered

Should the median come from the baseline or the whole series?

For judging whether a change moved the process, the baseline median extended forward is the usual choice, since a median computed over all points is pulled toward the new level and weakens the comparison. The sample freezes its baseline median at 6.95 and notes that a new median could be calculated once the new level has held long enough.

Is a run chart enough, or does the analysis need a control chart?

For many improvement projects a run chart is enough, and it needs fewer assumptions. Control charts add limits based on the data's variation and suit longer series or stable processes. The sample uses a run chart because twenty-eight weekly points and a changing process fit its strengths; a later unit adds a statistical comparison for readers who expect one.

What counts as an astronomical data point?

A value obviously and blatantly different from the rest, judged by people who know the process rather than by a formula. It is the most subjective of the four signals. The sample examines its tallest week and declines to call it astronomical, because a few patients with repeated lows could produce it, and says what data would settle the question.

Where can I find a free NU803 Unit 7 sample paper?

This page presents the full NU803 Unit 7 run chart interpretation, with the chart, four rules and a simulation-based check, the shift, trend, runs and tallest point assessed, alternative explanations, what the chart supports and next steps, with three references. Help reading a chart from your own project can be arranged.

Why is week one not called astronomical in NU803 Unit 7?

Its value of 38.5 is only a little above the highest baseline week and rests on 39 monitored days, about half the later weekly totals, because the trigger was still being corrected. A small denominator makes the rate unstable.