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Definitions and explanations of various types of random sampling methods used in statistics, including simple random sample, systematic random sample, stratified random sample, and cluster sampling. Each method has its unique characteristics and applications, and understanding them is crucial for statistical analysis.
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TERM 1
DEFINITION 1 A sample selected so that each item or person in the population has the same chance of being included. *Just closing your eyes and picking from the table TERM 2
DEFINITION 2 A random starting point is selected, and then every kth member of the population is selected. *K is calculated by population size/sample size *If the physical order is related to the population characteristic then systematic shouldnt be used. (ie) if invoices were filed in order of increasing sales, systematic wouldnt guarantee a random sample. TERM 3
DEFINITION 3 A population is divided into groups (subgroups) based on some characteristic.(ie)college students-male, female, part time, full time. Once strata are defined we can apply simple random sampling within each group to collect the sample. * The groups are called Strata TERM 4
DEFINITION 4 A population is divided into clusters using naturally occurring geographic or other boundaries. Then, clusters are randomly selected an a sample is collected by randomly selecting from each cluster. *It is often employed to reduce the cost of sampling a population scattered over a large geographic area. *(ie) Divide state into small units (primary units), like by counties, then select four of the counties and concentrate ur efforts in those four counties. TERM 5
DEFINITION 5 The difference between a sample statistic and its corresponding population parameter.