KIN 610 Statement Sentence Examples

• ANOVA/Repeated Measures=There is statistical difference among means (F=?, p=?).

• Correlations:
• (r=.49, df=35, p<.01) There is a low but positive relationship that is significant between male weight and height.
• (r=.62, df=21, p<.01) There is a low but positive relationship that is significant between male weight and height.
• (r=.17, df=35, p>.01) There is a positive relationship that is weak and not significant between male weight and resting heart rate.
• (r=.28, df=21, p>.10) There is a positive relationship that is weak and insignificant between female weight and resting heart rate.
• Non-significant correlation=There is no significant correlation between X & Y (need to spell out what X & Y represents) in older men (r=?, p>.05).
• If you are reporting the “real p value,” then round to two places.
• Probability of error=(r=.42, p<.05) There is a positive relationship that is strong between variable one (describe) and variable two (describe).
• If not “strong,” then label “moderate” or “weak.”
• Significant difference between means=There is a significant difference between the mean of group one (G1 Mean=?, SD=?) and the mean of group two (G2 Mean=?, SD=?) for female athletes (F=?, p<.05). 
• Need to spell out what is “group one” and “group two.”
• F Value= represents the ratio of between-group and within-group variance.
• Significant relationship=There is a significant relationship (need to state whether it is positive or negative) relationship between X & Y in older men (r=-.76, p>.05).  As X increases, Y decreases.
• Need to spell out what X and Y represents.

• For more information and detail, see KIN 610: Terms & Definitions

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