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A frequency distribution table organizes raw data into a compact format that shows how often each value (or range of values) occurs. It is one of the most practical tools in statistics and appears on the GED Math test in problems about reading tables, finding averages from summarized data, and interpreting patterns. Once you understand […]
Finding Probabilities using Two-Way Frequency Tables Example 1: Brown Blue Green Total Male 50 17 9 76 Female 43 14 6 63 Total 93 31 15 139 a) \(\frac{number \ of students \ with \ green \ eyes}{number \ of \ students}=\frac{15}{139}\) b) \(\frac{number \ of \ females}{number \ of \ students}=\frac{63}{139}\) Finding Probabilities using […]
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