QMS 102 Study Guide - Midterm Guide: Interquartile Range, Quartile, Standard Deviation

• School: Ryerson University
• Department: Quantitative Methods
• Course: QMS 102
• Professor: Changping Wang

Document Summary

Table 2- household expenditures, by selected metropolitan area (halifax, saint john) 2007. Source:statistics canada, cansim, table (for fee) 203-0001 and cataogue no. Refer to table 2 which contains the household expenditures, by selected metropolitan area: (halifax, saint john) data that was published by statistics canada. Part (i) assist the statistician to construct a box whisker plot for the data on expenditures per household living in halifax"" by computing the following: 12164. 75: the right inner fence (rif) is. 18612. 5: the right outer fence (rof) is. 5029. 25: the left inner fence (lif) is. 11477: the left outer fence (lof) is. 9357: the right whisker ends at, state the value of each outlier: (if there is no outlier, say none ) 13,337, 13,848: state the value of each extreme: (if there is no extreme, say none ) Part (ii: based on your answer in part a), would you say that the distribution of the data on the.