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CALCULATE AND
UNDERSTAND ANALYSIS OF
VARIES
(ANOVA) F TEST
ACTIVITY
Quiz
1. Which of the following statements best describes the purpose of One-Way ANOVA?
◦ a) To compare means between multiple independent groups.
◦ b) To compare means between two dependent groups.
◦ c) To compare variances between multiple independent groups.
◦ d) To compare proportions between multiple independent groups.
Quiz
2. In One-Way ANOVA, the null hypothesis assumes that:
◦ a) The means of all groups are equal.
◦ b) The variances of all groups are equal.
◦ c) The means of all groups are different.
◦ d) The data is normally distributed.
Quiz
3. When performing One-Way ANOVA, the F-statistic is calculated by:
◦ a) Dividing the variance within groups by the variance between groups.
◦ b) Dividing the sum of squares within groups by the sum of squares between groups.
◦ c) Dividing the mean square between groups by the mean square within groups.
◦ d) Dividing the total sum of squares by the degrees of freedom.
Quiz
4. The p-value obtained from the F-statistic in One-Way ANOVA represents:
◦ a) The probability of observing the obtained F-value or a more extreme value, assuming the null
hypothesis is true.
◦ b) The probability of observing a difference between groups.
◦ c) The strength of the relationship between the dependent variable and the independent variable.
◦ d) The percentage of variance explained by the independent variable.
Quiz
5. Suppose you conducted a One-Way ANOVA with four groups. The obtained p-value is 0.02. What
conclusion can you draw from this result?
◦ a) There is strong evidence to reject the null hypothesis, indicating that at least one group mean is
significantly different from the others.
◦ b) There is not enough evidence to reject the null hypothesis, indicating that all group means are equal.
◦ c) The p-value is too high to make any conclusions about the group means.
◦ d) The obtained p-value is inconclusive and cannot be interpreted.
Quiz
6. What is the purpose of a paired sample t-test?
◦ a) To compare means of two independent groups
◦ b) To compare means of two related groups
◦ c) To compare variances of two independent groups
◦ d) To compare variances of two related groups
Quiz
7. Which of the following is a requirement for conducting a paired sample t-test?
◦ a) The samples must be independent of each other
◦ b) The samples must be randomly selected
◦ c) The samples must have equal variances
◦ d) The samples must be related or matched in some way
Quiz
8. What is the null hypothesis for a paired sample t-test?
◦ a) There is no difference between the means of the two groups
◦ b) There is a significant difference between the means of the two groups
◦ c) There is no correlation between the two variables
◦ d) There is a significant correlation between the two variables
Quiz
9. Effect size measures in an independent samples t-test provide information about:
◦ a) The magnitude of the observed difference between the means.
◦ b) The direction of the observed difference between the means.
◦ c) The variability within each group.
◦ d) The sample sizes of the two groups
Quiz
10. When conducting an independent samples t-test, the confidence interval provides:
◦ a) An estimate of the true population means.
◦ b) A range of values within which the observed difference is likely to fall.
◦ c) A measure of the variability within each group.
◦ d) The probability of making a Type I error.
Quiz
1. A
2. A
3. C
4. A
5. A
6. B
7. D
8. A
9. A
10. B

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Baby-Don.pptx

  • 1. CALCULATE AND UNDERSTAND ANALYSIS OF VARIES (ANOVA) F TEST
  • 2.
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  • 40. Quiz 1. Which of the following statements best describes the purpose of One-Way ANOVA? ◦ a) To compare means between multiple independent groups. ◦ b) To compare means between two dependent groups. ◦ c) To compare variances between multiple independent groups. ◦ d) To compare proportions between multiple independent groups.
  • 41. Quiz 2. In One-Way ANOVA, the null hypothesis assumes that: ◦ a) The means of all groups are equal. ◦ b) The variances of all groups are equal. ◦ c) The means of all groups are different. ◦ d) The data is normally distributed.
  • 42. Quiz 3. When performing One-Way ANOVA, the F-statistic is calculated by: ◦ a) Dividing the variance within groups by the variance between groups. ◦ b) Dividing the sum of squares within groups by the sum of squares between groups. ◦ c) Dividing the mean square between groups by the mean square within groups. ◦ d) Dividing the total sum of squares by the degrees of freedom.
  • 43. Quiz 4. The p-value obtained from the F-statistic in One-Way ANOVA represents: ◦ a) The probability of observing the obtained F-value or a more extreme value, assuming the null hypothesis is true. ◦ b) The probability of observing a difference between groups. ◦ c) The strength of the relationship between the dependent variable and the independent variable. ◦ d) The percentage of variance explained by the independent variable.
  • 44. Quiz 5. Suppose you conducted a One-Way ANOVA with four groups. The obtained p-value is 0.02. What conclusion can you draw from this result? ◦ a) There is strong evidence to reject the null hypothesis, indicating that at least one group mean is significantly different from the others. ◦ b) There is not enough evidence to reject the null hypothesis, indicating that all group means are equal. ◦ c) The p-value is too high to make any conclusions about the group means. ◦ d) The obtained p-value is inconclusive and cannot be interpreted.
  • 45. Quiz 6. What is the purpose of a paired sample t-test? ◦ a) To compare means of two independent groups ◦ b) To compare means of two related groups ◦ c) To compare variances of two independent groups ◦ d) To compare variances of two related groups
  • 46. Quiz 7. Which of the following is a requirement for conducting a paired sample t-test? ◦ a) The samples must be independent of each other ◦ b) The samples must be randomly selected ◦ c) The samples must have equal variances ◦ d) The samples must be related or matched in some way
  • 47. Quiz 8. What is the null hypothesis for a paired sample t-test? ◦ a) There is no difference between the means of the two groups ◦ b) There is a significant difference between the means of the two groups ◦ c) There is no correlation between the two variables ◦ d) There is a significant correlation between the two variables
  • 48. Quiz 9. Effect size measures in an independent samples t-test provide information about: ◦ a) The magnitude of the observed difference between the means. ◦ b) The direction of the observed difference between the means. ◦ c) The variability within each group. ◦ d) The sample sizes of the two groups
  • 49. Quiz 10. When conducting an independent samples t-test, the confidence interval provides: ◦ a) An estimate of the true population means. ◦ b) A range of values within which the observed difference is likely to fall. ◦ c) A measure of the variability within each group. ◦ d) The probability of making a Type I error.
  • 50. Quiz 1. A 2. A 3. C 4. A 5. A 6. B 7. D 8. A 9. A 10. B