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How do you calculate total number of participants with degrees of freedom and sum of squares?

To calculate the total number of participants in a study, you typically sum the number of participants in each group or condition. Degrees of freedom (df) can be calculated as the total number of participants minus the number of groups (df = N - k, where N is the total number of participants and k is the number of groups). Sum of squares (SS) is calculated by taking the difference between each participant's score and the overall mean, squaring those differences, and then summing them up. In ANOVA, the total sum of squares (SST) is the sum of the between-group sum of squares and the within-group sum of squares.


How do calculate the range?

the highest number takeaway the lowest number (from a group of numbers)


Which elements in group 7 are solids at 20 degrees celsius?

iodine and Astatine


How do you calculate the probability for a group of several independent events?

You multiply together their individual probabilities.


What statistic is used to check the significance of the one way anova?

The statistic used to check the significance in a one-way ANOVA is the F-statistic. It compares the variance between the group means to the variance within the groups. A higher F-value indicates a greater likelihood that the group means are significantly different from one another. The significance is then determined by comparing the F-statistic to a critical value from the F-distribution, based on the degrees of freedom.