EXSC 520 CASE STUDY 1 – CORRELATION AND BIVARIATE REGRESSION TEMPLATE
Instructions: To successfully complete this case study, all of the following instructions must be
adhered to. Only paste tables/figures that contain
...
EXSC 520 CASE STUDY 1 – CORRELATION AND BIVARIATE REGRESSION TEMPLATE
Instructions: To successfully complete this case study, all of the following instructions must be
adhered to. Only paste tables/figures that contain pertinent information. Only paste tables/
figures where you are instructed to do so. Highlight (in yellow) only relevant data from tables; as
well as your response to each question. In the write-up section, all information must be provided
in paragraph format. When statistical values are discussed, the numerical value must be given
and a reference must be made to the table(s)/figure(s) where the value(s) can be found. An
example of this is “heart rate was statistically greater during running versus cycling (189 vs. 143
bpm) as indicated in Table 1.”
I. Correlation
Research question: “Is mean heart rate during exercise correlated to body weight?”
Assumptions Testing
1. Data level of measurement – what is the level of measurement for the data used in this case
study? Ratio level, because the ratio variables allow for a greater number of comparisons.
2. Would the amount of skewness and kurtosis in these variables affect the analysis? How do
you know? Give numerical values to support your conclusion. As far as Mean Heart Rate
Beats Per Minute is concerned, there was no skewness or kurtosis. Calculated Skewness
resulted in 0.023, and calculated Kurtosis resulted in 0.499 both falling well between positive
and negative 1.96. However the calculated skewness and kurtosis for bodyweight show that
the amounts will affect the analysis. Calculated bodyweight skewness resulted in 3.006, and
calculated bodyweight kurtosis resulted in 2.968.
Table 1. Table with skewness and kurtosis
Paste table below:
Descriptives
Statistic Std. Error
Mean_heart_rate_BPM Mean 132.27 4.811
95% Confidence Interval for
Mean
Lower Bound 121.55
Upper Bound 142.99
5% Trimmed Mean 132.08
Median 134.00
Variance 254.618
Std. Deviation 15.957
Minimum 108
Maximum 160
Range 52
Interquartile Range 29
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EXSC 520
Skewness .015 .661
Kurtosis -.639 1.279
Body_weight_Kg Mean 85.391 4.2007
95% Confidence Interval for
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