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Descriptive Statistics
Introduction to Study Skills & Research Methods (HL10040) Dr James Betts
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Lecture Outline: Statistics Variables Levels of Measurement
Measures of Central Tendency Distribution Variability.
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Statistics Descriptive Inferential Correlational
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Nominal Scale Ordinal Scale
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Interval Scale Ratio Scale
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Quick Test Nominal, Ordinal, Interval or Ratio?
Blood lactate concentration (mmol.l-1) Profile of Mood States (scale 1-7) Heart Rate (beats.min-1) Blood Group Bench Press 1RM (kg) Year of Birth (AD) Atmospheric Pressure (mmHg)
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Système Internationale (SI) Units
Seven ‘constant’* base units using the metric system Variable Unit Symbol Accepted Derivations Distance metre m ha for area; º for angle; #l or L for volume Mass* kilogram kg t Time second s min, h, d (not year) Temperature kelvin K Mole mole mol #l or L for volume Current ampere A Luminance candela cd Units always lower-case#, neither italicised nor pleuralised (i.e. kg not KGS) and with space between value and unit (inc. % but exc. º).
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Discrete and Continuous Variables
Discrete Variables: Continuous Variables:
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Indicators of Central Tendency
Mode Most Frequently Occurring Score Median Middle Score Mean Arithmetic Average.
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Normal Distribution
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Normal Distribution
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Normal Distribution
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Non-Normal Distribution
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Hypothetical Investigation
“The effect of 1 week placebo supplementation on press-up performance” 8 randomly sampled participants Performed as many press-ups as possible Supplemented with placebo tablets for 1 week
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Mean SD
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Standard Error of the Mean (SEM)
68.26% ????????????????????????????????????????????????????? Number of Press-ups
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Standard Error of the Mean (SEM)
SD n SEM =
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Mean SEM
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Median & Range or IQR The mean SD or SEM cannot be used for non-normally distributed data Instead the median is often plotted along with either the range or the IQR Raw Data: 8, 10, 15, 20, 55, 75, 120, 179
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Put the data from each trial into SPSS…
Week 2 Week 1
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Select ‘Analyze’, ‘GLM’, ‘Repeated Measures’…
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Move variables from here…
…to here, click ok
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ANOVA Output MSE n nCI = [criterion t (df)]
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t – Distribution Table Degrees of Freedom Critical t-ratio 1 2 3 4 5 6
(Google Search) Degrees of Freedom Critical t-ratio 1 2 3 4 5 6 7 8 12.71 4.30 3.18 2.78 2.57 2.45 2.37 2.31
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Mean nCI
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Selected Reading Hopkins W. G. (2000) A New View of Statistics [Online] Auckland: Internet Society for Sport Science. Available at: [accessed October 3rd 2005] Masson, M. E. J. and G. R. Loftus. Using confidence intervals for graphically based data interpretation. Canadian Journal of Experimental Psychology. 57: , 2003.
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