A toothpaste manufacturer claims that children brushing their teeth daily with his company’s product (brand A) will have fewer cavities than children using brand B. In a carefully supervised study, the number of cavities in a sample of 5 children using brand A toothpaste was compared with the number of cavities in a sample of 5 children using brand B toothpaste. Using the information below, assess whether there is a significant difference in the mean number of cavities across the two groups. Use an alpha level of .05. Obtained value: Critical/ cut-off value: Conclusion:     Brand A                        Brand B Mean = 1.1                   Mean = 4.3 SS =      12                    SS = 10

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  1. A toothpaste manufacturer claims that children brushing their teeth daily with his company’s product (brand A) will have fewer cavities than children using brand B. In a carefully supervised study, the number of cavities in a sample of 5 children using brand A toothpaste was compared with the number of cavities in a sample of 5 children using brand B toothpaste. Using the information below, assess whether there is a significant difference in the mean number of cavities across the two groups. Use an alpha level of .05.
    1. Obtained value:
    2. Critical/ cut-off value:
    3. Conclusion:

 

 

Brand A                        Brand B

Mean = 1.1                   Mean = 4.3

SS =      12                    SS = 10

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