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NUR 200 Exam III Questions & Verified Answers | Pearson Product-Moment Correlation, Pearson’s r, Correlation Analysis, Scatterplots, Continuous Variables, Interval & Ratio Data, Statistical Assumptions & Research Design | Updated 2026/2027 | Instant Downl

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NUR 200 Exam III Questions & Verified Answers covering essential nursing research and statistics concepts related to correlation analysis, Pearson’s product-moment correlation coefficient, statistical relationships, research design, measurement levels, scatterplots, and interpretation of correlation values. This exam-focused resource provides a concentrated review of Pearson’s r, positive and negative correlations, correlation strength, continuous variables, interval and ratio data, normal distribution, independence, homoscedasticity, heteroscedasticity, and the Pearson correlation formula. Topics covered include: • Pearson Product-Moment Correlation Coefficient (Pearson’s r) • Purpose and application of correlation analysis • Strength and direction of relationships between variables • Pearson’s r range from -1.00 to +1.00 • Zero correlation and interpretation of r = 0 • Positive and negative correlations • Sign and magnitude of the correlation coefficient • Weak, moderate and strong correlations • Scatterplots and paired data points • Linear relationships between variables • Associational research designs • Attributional and participant variables • Continuous variables and statistical measurement • Interval-level data • Ratio-level data and true zero points • Use of ordinal data in correlation analysis • Normal distribution assumptions • Independence of observations • Homoscedasticity and equal variance • Heteroscedasticity and unequal variance • Regression-line interpretation • Pearson correlation statistical formula • Sigma notation and summation • Interpretation of statistical relationships • Nursing research and quantitative data analysis This resource is designed for NUR 200 students reviewing nursing research and statistics concepts for Exam III. It is useful for reinforcing terminology, interpreting correlation coefficients and scatterplots, understanding statistical assumptions, and reviewing the mathematical components of Pearson’s r. Updated 2026/2027 | Instant Download | NUR 200 Exam III Review

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NUR 200 Exam III
Questions Verified and
Provided with A+
Graded Answers |
Latest Updated 2026

,Pearson Product-Moment Correlation Coefficient (r)


The most common measure of correlation that quantifies the strength and direction of the
relationship between two continuous variables.


Purpose of Correlation Analysis


Used to identify associations or relationships between two variables (e.g., weight loss and
depression, patient satisfaction and health status).


Pearson's r Value Range


Always between -1.00 and +1.00.




Zero Correlation (r = 0)


Indicates no relationship between variables.


Negative Correlation


Higher values of one variable (x) are associated with lower values of the other (y).


Positive Correlation


Higher values of one variable (x) are associated with higher values of the other. (y)

,sign of r value


Indicates the slope direction of the regression line (positive or negative) on a scatterplot
that compares two variables


Scatterplot


A visual graph of paired data points used to identify linear relationships between
variables.


Pearson's r: Weak positive association


0.00 to <0.30


Pearson's r: Weak negative association


0.00 to <-0.30


Pearson's r: Moderate positive association


0.30 to 0.49


Pearson's r: Moderate negative association


-0.49 to -0.30

, Pearson's r: Strong positive association


0.50 to 1.00


Pearson's r: Strong negative association


-1.00 to -0.50


Associational Research Design


Designs that use Pearson's r to measure the relationship between two or more
attributional (participant) variables.


Attributional Variables


Participant characteristics such as health status, blood pressure, gender, diagnosis, or
ethnicity.


Pearson's r assumptions: Level of measurement


Continuous or interval, or ratio level


Continuous Variables


Variables measured at the interval or ratio level


Interval Level Data


Data with equal intervals between points (e.g., temperature in °C or °F).


Ratio Level Data


Data with equal intervals and a true zero point (e.g., weight, height, income).

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