A) To calculate standard deviation. B) To prove a hypothesis with 100% certainty. C) To determine if there is enough evidence to reject a null hypothesis. D) To estimate the population mean.
A) To collect data from participants. B) To analyze the results. C) To administer the treatment to participants. D) To provide a baseline for comparison to the treatment group.
A) Observational Study B) Randomized Controlled Trial C) Case-Control Study D) Cross-Sectional Study
A) The probability of obtaining results as extreme as the observed results, assuming the null hypothesis is true. B) The sample size required for the study. C) The strength of the relationship between variables. D) The confidence interval of the estimate.
A) To determine central tendency. B) To estimate population parameters. C) To explore the relationship between a dependent variable and one or more independent variables. D) To calculate probabilities.
A) Cluster Sampling B) Simple Random Sampling C) Stratified Sampling D) Systematic Sampling
A) The proportion of false negative results. B) The proportion of true negative results among all individuals without the condition. C) The proportion of false positive results. D) The proportion of true positive results among all individuals with the condition.
A) Paired t-test B) ANOVA C) Two-Sample t-test D) Chi-Square Test |