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PPGA 503 Statistics Midterm Exam
Typology: Exams
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'n' - ANSWER-sample size= the number of subjects in the sample. 'n', and 'y ̄ ' - ANSWER-n= sample size and y ̄ (ybar) - mean of 'n' 6 causes of sampling error - ANSWER-sampling error, sampling bias, non-probability sampling, volunteer sampling, selection bias undercoverage bivariate analysis - ANSWER-the analysis of two variables simultaneously: the response variable and the explanatory variable aka dependent and independent Cluster Random Sample - ANSWER-Divide the population into a large number of clusters, such as city blocks. Select a simple random sample of the clusters. Use the subjects in those clusters as the sample. description - ANSWER-Summarizing the data obtained in the study descriptive or inferential statistical analysis - ANSWER-describe the data or to make predictions from a sample descriptive statistics - ANSWER-statistics that summarize the data collected in a study descriptive statistics - ANSWER-summarize the information in a collection of data. Descriptive statistics reduce the data to a simpler and more understandable form without distorting or losing much information. design - ANSWER-Planning how to gather data for a research study to investigate questions of interest to us. deviation - ANSWER-the difference between observations; yi from the sample mean y ̄ is (yi − y ̄ ) discrete vs continual - ANSWER-discrete is a number ie number of siblings. continual gets more precise each time you improve your measurement ie weight experiment + treatments - ANSWER-treatments are the conditions in an experiment. frequency distribution - ANSWER-a listing of possible values for a variable, together with the number of observations at each value. inferential statistics - ANSWER-provide predictions about a population, based on data from a sample of that population. can predict characteristics of populations well by selecting samples that are small relative to the population size.
interquartile range - ANSWER-Q3-Q1. interval scale - ANSWER-have distinct interval between observations. measurement scale. - ANSWER-The values the variable can take mode median and mean - ANSWER-three measures of central tendency mutually exclusive - ANSWER-events that cannot occur at the same time. necessary conditions - ANSWER-must be in place for an outcome to occur, but don't cause the outcome nominal scale - ANSWER-no inherent order or hierarchy non-probability sampling - ANSWER-it is not possible to determine the probabilities of the possible samples observational studies - ANSWER-observe the outcomes for available subjects on the variables without any experimental manipulation of the subjects observational study - ANSWER-observe outcome for available subjects on the variables w/o any experimental manipulation. ordinal scale - ANSWER-categorical scales having a natural ordering of values. in a sense it falls between nominal and interval outlier - ANSWER-is an observations falls more than 1.5(IQR) above the upper quartile or more than 1.5(IQR) below the lower quartile parameter - ANSWER-is a numerical summary of the population. parameter - ANSWER-summarizes a population population and sample - ANSWER-the total set of subjects of interest in a study. A sample is the subset of the population on which the study collects data. randomization - ANSWER-the mechanism for achieving good sample representation. range - ANSWER-the difference between the largest and smallest observations. response bias - ANSWER-a bias that occurs when questions are poorly asked or if respondents want to signal their answers in a way which is different ie race of the interviewer.
weighted average - ANSWER-overall sample mean for the combined set of (n1 +n2) observations is the weighted average when is the mean better? - ANSWER-If the distribution is close to symmetric or only mildly skewed or if it is discrete with few distinct values, the mean is usually preferred over the median, because it uses the numerical values of all the observations. when is the median better? - ANSWER-If a distribution is highly skewed, the median is better than the mean in representing what is typical. z-score - ANSWER-