Hello, this is my research project for my stats class and towards the bottom I am having a hard time answering some of the required elements. they have NEED HELP under them. I copied and pasted the rest of my document in regards to the experiment and current data I have obtained for reference

Introduction: Scenario

There were 34 participants recruited for this study from a college campus and randomly divided into 2 groups. Both groups were shown a 58-second video of a crime scene scenario in which the suspect's facial characteristics were clearly visible at two separate points and occasionally visible at other times throughout the video. The 17 participants in Group A were shown a 5-individual lineup that contained the suspect in the video. The 17 participants in Group B were shown a 5-individual lineup that did not contain the suspect. All participants were asked to identify if and where the suspect was in the lineup and provide a rating of confidence on a scale from 1 to 10 that the selection was the same person as seen in the video committing the crime. Since this study would be an experiment, Group B would be the control group and Group A would be the experimental group because Group A was exposed to the actual suspect and the participants in Group B were not. The question that can be answered by the data, "Is there is a difference in confidence between group A, which was set up to be right and group B, which was set up to be wrong?"

Data Analysis: Sample

The sample size (n) is taken to be 34 students wherein 1 of those students is the suspect. Since the sample size affects the outcome of ones hypotheses, a smaller sample size gives a relatively higher confidence value for overall result.

Data Analysis: Statistical Procedures

The type of statistical procedure is Analysis of Variance wherein the factors are split into two. In this case, control group and experimental group. Using number 2 from the "Choose Your Test Document" (two sample t-test).

Data Analysis: Chance Factors

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Data Analysis: Mean and Standard Deviation

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\fBlock introduction researcher investigates if the level of testosterone influences the level of risk-taking behaviour among adolescents. Risk-taking behaviour is measured on a 7 -po cale. his is an example of. Bivariate statistics with testosterone as dependent variable Univariate statistics with testosterone as independent variable Bivariate statistics with testosterone as independent variable Inivariate statistics with testosterone as dependent variableon a 7 -point Likert scale. A researcher investigates if the level of testosterone influences the level of risk-taking behaviour among adolescents. Risk taking behaviour is measured This is an example of: O Univariate statistics with testosterone as independent variable O Bivariate statistics with testosterone as independent variable O Univariate statistics with testosterone as dependent Quiz Took O Bivariate statistics with testosterone as dependent variableComparing the Kolmogorov-Lilliefors and Kolmogorov-Smirnov Tests 1 point possible (graded) Let X1, ..., Xn ~ P with continuous cdf F. Consider the following two hypothesis tests. Hypothesis Test 1:(Kolmogorov-Smirnov) For the Kolmogorov-Smirnov test, our goal is to decide between a null and alternative hypothesis of the form Ho : F = 10,1 H1 : F # 40,1 The Kolmogorov-Smirnov uses the test statistic In = Vn sup | Fn (1) - Do, 1 and the test Wn = 1(Tn > qn) where qn denotes the 1 - 7 quantile of In. You choose , such that qn = 0.5. Hypothesis Test 2:(Kolmogorov-Lilliefors) For the Kolmogorov-Lilliefors test, our goal is to decide between a null and alternative hypothesis of the form HO: P E ( N ( 1, 0 ) ) MER, 0320 A1 : P = (N ( H, O') ) HER, 0320 The Kolmogorov-Lilliefors test uses the test statistic In = Vn sup | Fn (1) - DM,64 and the test Wn = 1(T n > qu) where qv denotes the 1 - v quantile of T n. You choose v such that of = 0.5. Assume that the null hypotheses Ho and Ho hold for both hypothesis tests above. Which test has a greater probability of rejecting the null hypothesis? O Kolmogorov-Smirnov test O Kolmogorov-Lilliefors test