Exam 2: The Spine of Statistics

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If you were researching a medical procedure that could potentially diagnose pancreatic cancer earlier than the procedures we have at the moment, what type of error might you consider protecting against?

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B

Which of the following best reflects the study statistical model (Q2)?

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If a six-week training intervention (equal to 70% VO2 max) was to be administered to a group of sedentary individuals and individuals who train regularly, which group would be more likely to have a greater effect size?

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A

What effect would increasing the sample size have on the confidence intervals of the group?

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If the significance level is set at .05, which of the following best reflects the probability of a chance finding?

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If a researcher was interested in the average VO2 max of athletes who have run 1500 m in under 4 minutes, which of the following would be the most appropriate for a sample group?

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Which of the following is not a measure of effect size?

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95% of data under a normal distribution curve fall between which z-scores?

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Which of the following descriptions best describes a population?

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Suppose the same test was conducted but the statistical significance value was determined at p = .08. Which of the following descriptions best describes its meaning?

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To improve the aerobic capacity (VO2 max) of a group of athletes, a six-week training intervention was administered. Examine the confidence intervals shown below, and choose the statement that best reflects the outcome. To improve the aerobic capacity (VO<sub>2 </sub>max) of a group of athletes, a six-week training intervention was administered. Examine the confidence intervals shown below, and choose the statement that best reflects the outcome.

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What does the standard error of the mean represent?

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Theoretically, suppose we knew the average VO2 max value of every runner who has run 1500 m in under 4 minutes ml/kg/min). The reality is that we will never know, but if we were to sample a series of runners who had run 1500 m in under 4 minutes (see below) which samples would have 95% confidence intervals that do not contain the true value? Theoretically, suppose we knew the average VO<sub>2 </sub>max value of every runner who has run 1500 m in under 4 minutes ml/kg/min). The reality is that we will never know, but if we were to sample a series of runners who had run 1500 m in under 4 minutes (see below) which samples would have 95% confidence intervals that do not contain the true value?

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If a researcher sets a level of significance at .05 (i.e. 5%), what does this mean?

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What is a typical effect size for the majority of sport and exercise based studies?

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Based on the answer provided in Q16 and given that a confidence level of 95% is set for each test, what would be the revised level of confidence (i.e. probability of no Type I errors?)

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Suppose a researcher wanted to examine the different levels of intrinsic motivation in four groups of students (each group representing a different course) on the issue of gaining work or vocational experience whilst studying for a degree. How many paired tests would need to be conducted to compare the differences between the four groups?

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To help reduce the effects of hypertension (high blood pressure), researchers were interested in the effects of an acute 30 min bout of exercise over a two-week period. Resting blood pressure was measured before and after the two weeks of exercise and statistical significance was determined to be p = .001. Which of the following descriptions best describes its meaning?

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A researcher interested in the effects of interval training on VO2 max reported an increase following the intervention when in reality there was no improvement. What type of error has occurred?

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If the confidence intervals of one sample fell within the range of a second sample, what would this suggest?

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