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This deck focuses on Random Sampling And Data Collection, giving you a quick way to review the definitions, rules, and examples that matter most for AP Statistics.
Study Random Sampling And Data Collection in AP Statistics with focused flashcards that help you recognize the idea, recall the key rule, and apply it in practice-style prompts.
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What is the difference between qualitative and quantitative data?
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Qualitative data is descriptive; quantitative data is numerical. Different analysis methods apply to each type.
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This deck focuses on Random Sampling And Data Collection, giving you a quick way to review the definitions, rules, and examples that matter most for AP Statistics.
Work through these flashcards in short sessions. Try to answer each prompt before flipping the card, then revisit any cards you miss until the explanation feels automatic.
Answer: Qualitative data is descriptive; quantitative data is numerical. Different analysis methods apply to each type.
Answer: A sample where each member has an equal chance of selection. Ensures randomness and prevents selection bias.
Answer: It controls for confounding variables and reduces bias. Essential principle for valid experimental design.
Answer: Bias that occurs when individuals can choose to participate. Creates unrepresentative samples with extreme views.
Answer: Neither the subjects nor the researchers know who receives the treatment. Eliminates bias from expectations and placebo effects.
Answer: The entire group of individuals or instances about whom we hope to learn. Target group for statistical inference and conclusions.
Answer: They can introduce response bias by influencing participants' answers. Compromises data validity and reliability.
Answer: They can introduce response bias by influencing participants' answers. Compromises data validity and reliability.
Answer: Sampling method where the proportion of each subgroup in the sample matches the population. Maintains population structure in sample composition.
Answer: Larger samples reduce sampling error and increase result reliability. Follows law of large numbers for accuracy.
Answer: Randomly assigning subjects to treatment groups to control for confounding variables. Minimizes confounding and ensures fair comparison.
Answer: Bias introduced when responses are not obtained from all selected participants. Creates incomplete data and potential bias.
Answer: An external variable that affects both the independent and dependent variables. Must be controlled to establish valid causal relationships.
Answer: To gather accurate and reliable data relevant to the research question. Enables evidence-based decision making and inference.
Answer: Sample selected based on ease of access. Not random; prone to selection bias.
Answer: Randomly assigning subjects to treatment groups to control for confounding variables. Minimizes confounding and ensures fair comparison.
Answer: The variable manipulated to observe its effect on the dependent variable. The factor being tested for its effect.
Answer: An observation that lies an abnormal distance from other values. May indicate data errors or unusual observations.
Answer: Researcher observes subjects without manipulation. Cannot establish causation, only association.
Answer: Bias that occurs when participants provide inaccurate responses. Results from measurement errors or participant dishonesty.
Answer: The probability distribution of a given statistic based on a random sample. Foundation for statistical inference about populations.
Answer: Study where the researcher manipulates one or more variables to observe effects. Allows researchers to establish causal relationships.
Answer: An inactive substance given to the control group in an experiment. Controls for psychological effects of treatment.
Answer: Bias introduced when responses are not obtained from all selected participants. Creates incomplete data and potential bias.
Answer: Sampling method that involves multiple stages of sampling, often combining methods. Complex but efficient for large, dispersed populations.
Answer: The probability distribution of a given statistic based on a random sample. Foundation for statistical inference about populations.
Answer: To serve as a baseline for comparison with the treatment group. Enables comparison to measure treatment effects.
Answer: To divide the population into clusters and randomly select entire clusters. Efficient when population naturally groups together.
Answer: Sampling method where the proportion of each subgroup in the sample matches the population. Maintains population structure in sample composition.
Answer: Sampling method where quotas are set for different subgroups of the population. Non-random method that can introduce bias.
Answer: Repeating an experiment to confirm results. Increases confidence in experimental results.
Answer: The difference between a sample statistic and the corresponding population parameter. Natural variation inherent in sampling process.
Answer: Larger samples reduce sampling error and increase result reliability. Follows law of large numbers for accuracy.
Answer: The error due to chance variation in selecting a random sample. Unavoidable variability in random sampling process.
Answer: The collection of data from every member of the population. Expensive and time-consuming; rarely practical.
Answer: A list of all individuals or units in the population from which the sample is drawn. Should ideally include all population members.
Answer: A sample where each member has an equal chance of selection. Ensures randomness and prevents selection bias.
Answer: The variable manipulated to observe its effect on the dependent variable. The factor being tested for its effect.
Answer: An observation that lies an abnormal distance from other values. May indicate data errors or unusual observations.
Answer: Conducted to test the feasibility and improve the design of the study. Identifies problems before full-scale data collection.
Answer: The variable being measured or tested in an experiment. The outcome variable showing treatment effects.
Answer: The difference between a sample statistic and the corresponding population parameter. Natural variation inherent in sampling process.
Answer: Select every kth member from a list of the population. Provides systematic coverage with random starting point.
Answer: Concealing information from participants to reduce bias. Prevents bias from participant and researcher expectations.
Answer: Occurs when some members of the population are inadequately represented in the sample. Results from incomplete sampling frame coverage.
Answer: Study where the researcher manipulates one or more variables to observe effects. Allows researchers to establish causal relationships.
Answer: Occurs when some members of the population are inadequately represented in the sample. Results from incomplete sampling frame coverage.
Answer: Sample selected based on ease of access. Not random; prone to selection bias.
Answer: Bias that occurs when participants provide inaccurate responses. Results from measurement errors or participant dishonesty.
Answer: To serve as a baseline for comparison with the treatment group. Enables comparison to measure treatment effects.
Answer: Sampling method where quotas are set for different subgroups of the population. Non-random method that can introduce bias.
Answer: To gather accurate and reliable data relevant to the research question. Enables evidence-based decision making and inference.
Answer: Parameter describes a population; statistic describes a sample. Parameters are fixed values; statistics are calculated estimates.
Answer: Repeating an experiment to confirm results. Increases confidence in experimental results.
Answer: Systematic error that results in a non-representative sample. Creates unrepresentative samples and invalid conclusions.
Answer: An inactive substance given to the control group in an experiment. Controls for psychological effects of treatment.
Answer: Systematic error that results in a non-representative sample. Creates unrepresentative samples and invalid conclusions.
Answer: The variable being measured or tested in an experiment. The outcome variable showing treatment effects.
Answer: To divide the population into clusters and randomly select entire clusters. Efficient when population naturally groups together.
Answer: Reduces bias and ensures each member of the population has an equal chance of selection. Creates representative samples for valid inference.
Answer: The collection of data from every member of the population. Expensive and time-consuming; rarely practical.
Answer: Population divided into strata; random samples taken from each stratum. Ensures representation from each subgroup.
Answer: It controls for confounding variables and reduces bias. Essential principle for valid experimental design.
Answer: Parameter describes a population; statistic describes a sample. Parameters are fixed values; statistics are calculated estimates.
Answer: Select every kth member from a list of the population. Provides systematic coverage with random starting point.
Answer: Neither the subjects nor the researchers know who receives the treatment. Eliminates bias from expectations and placebo effects.
Answer: Sampling method that involves multiple stages of sampling, often combining methods. Complex but efficient for large, dispersed populations.
Answer: The error due to chance variation in selecting a random sample. Unavoidable variability in random sampling process.
Answer: Qualitative data is descriptive; quantitative data is numerical. Different analysis methods apply to each type.
Answer: Reduces bias and ensures each member of the population has an equal chance of selection. Creates representative samples for valid inference.
Answer: Subjects change behavior because they know they are being observed. Threatens validity of observational studies.
Answer: Concealing information from participants to reduce bias. Prevents bias from participant and researcher expectations.
Answer: Population divided into strata; random samples taken from each stratum. Ensures representation from each subgroup.
Answer: Conducted to test the feasibility and improve the design of the study. Identifies problems before full-scale data collection.
Answer: The entire group of individuals or instances about whom we hope to learn. Target group for statistical inference and conclusions.
Answer: Researcher observes subjects without manipulation. Cannot establish causation, only association.