19. A dentist wants to know if toothpaste flavor affects the number of cavities that develop in children. She creates four types: flavorless, cherry, bubblegum, and spinach. She divides her sample of 44 children into 4 groups of 14 and gives each group a different flavor toothpaste.
a) Using proper symbols, provide the omnibus Null Hypothesis.
After collecting her data and performing a one-way between-subjects ANOVA, the researcher wrote the following summary statement. "The mean number of cavities varied significantly across the 4 toothpaste groups, F(3,40) = 6.62, MSe = 2.20, p < .05" Based on this statement, fill in the missing values in the ANOVA summary table below.
b) ANOVA on number of cavities
Source | SS | df | MS | F | D |
Toothpaste | |||||
error | |||||
total |
c) Based on these ANOVA results, what do these results mean? Provide you logical interpretation, not just a restatement of the summary statement.
d) What would you recommend the dentist to do next?
19. A dentist wants to know if toothpaste flavor affects the number of cavities that develop...
A dentist wants to know if the flavor of toothpaste affects how often children brush their teeth, and therefore the number of cavities they develop. She makes 3 different flavors of toothpaste: regular, bubble gum, and cherry. She randomly selects 9 children into one of three conditions and collects data about the number of cavities they have at a 60-month check-up. Here are the data (number of cavities detected at check-up): Regular Flavor Bubble Gum Flavor Cherry Flavor Child Cavities...