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|-- 174,4 3 mais de 174,4 1 Medidas resumo Mínimo 1o quartil Mediana 3o quartil Máximo Média Variância 161,5 165,8 167,5 169,4 174,8 167,5 7,8 A distribuição amostral da mediana apresenta uma variabilidade maior em torno da média (igual à mediana) populacional. Variância, com n-1 no denominador. Classe Freqüência até 1,5 1 1,5 |-- 8,7 9 8,7 |-- 15,9 19 15,9 |-- 23,0 22 23,0 |-- 30,2 12 30,2 |-- 37,4 16 37,4 |-- 44,6 9 44,6 |-- 51,8 7 51,8 |-- 59,0 2 59,0 |-- 66,2 2 Mais que 66,2 1 Medidas resumo Mínimo 1o quartil Mediana 3o quartil Máximo Média Variância 1,48 12,86 21,92 34,57 73,38 25,65 226,60 Problema 41. j 1 3 3,00 0,00 2 5 4,00 2,00 3 2 3,33 2,33 4 6 4,00 3,33 5 4 4,00 2,50 Problema 42. ; . Problema 43. Idêntico, substituindo-se S2 no passo [3] por . \ufffdPAGE \ufffd Cap.10 \u2013 Pág.\ufffd PAGE \ufffd2\ufffd _1045415276.unknown _1045423251.unknown _1045468747.unknown _1045473466.unknown _1045479101.unknown _1045481321.unknown _1045483950.unknown _1045490108.unknown _1045493820.unknown _1072680640.unknown _1045490366.unknown _1045487390.unknown _1045487475.unknown _1045487779.unknown _1045488671.unknown _1045487604.unknown _1045487424.unknown _1045487362.unknown _1045482316.unknown _1045482926.unknown _1045483384.unknown _1045482359.unknown _1045481560.unknown _1045482023.unknown _1045482267.unknown _1045481639.unknown _1045481523.unknown _1045479443.unknown _1045481018.unknown _1045481110.unknown _1045481181.unknown _1045479779.unknown _1045479234.unknown _1045479293.unknown _1045479184.unknown _1045475388.unknown _1045477876.unknown _1045478606.unknown _1045478707.unknown _1045478959.unknown _1045478015.unknown _1045475823.unknown _1045475952.unknown _1045475778.unknown _1045474441.unknown _1045475223.unknown _1045475270.unknown _1045474915.unknown _1045474131.unknown _1045474263.unknown _1045474104.unknown _1045472452.unknown _1045472801.unknown _1045473057.unknown _1045473380.unknown _1045472896.unknown _1045473027.unknown _1045472564.unknown _1045472647.unknown _1045472518.unknown _1045471103.unknown _1045471585.unknown _1045472099.unknown _1045471386.unknown _1045470185.unknown _1045471008.unknown _1045470042.unknown _1045470121.unknown _1045426164.unknown _1045426968.unknown _1045468640.unknown _1045468672.unknown _1045468162.unknown _1045468522.unknown _1045427007.unknown _1045426862.unknown _1045426888.unknown _1045426433.unknown _1045424331.unknown _1045425936.unknown _1045425967.unknown _1045424356.unknown _1045423799.unknown _1045424234.unknown _1045423278.unknown _1045421838.unknown _1045422859.unknown _1045423045.unknown _1045423225.unknown _1045422881.unknown _1045422790.unknown _1045422825.unknown _1045422174.unknown _1045421539.unknown _1045421735.unknown _1045421766.unknown _1045421646.unknown _1045416895.unknown _1045420529.unknown _1045420673.unknown _1045421253.unknown _1045421508.unknown _1045420808.unknown _1045420615.unknown _1045420499.unknown _1045419887.unknown _1045416194.unknown _1045416825.unknown _1045415915.unknown _1045416039.unknown _1045415875.unknown _1045406848.unknown _1045412003.unknown _1045413137.unknown _1045413658.unknown _1045415170.unknown _1045415240.unknown _1045415022.unknown _1045415141.unknown _1045413694.unknown _1045413487.unknown _1045413029.unknown _1045413114.unknown _1045412454.unknown _1045411041.unknown _1045411196.unknown _1045411378.unknown _1045411079.unknown _1045409028.unknown _1045409109.unknown _1045407592.unknown _1045408966.unknown _1045406875.unknown _1045406156.unknown _1045406516.unknown _1045406676.unknown _1045406721.unknown _1045406535.unknown _1045336605.unknown _1045336746.unknown _1045405542.unknown _1045405949.unknown _1045406000.unknown _1045337258.unknown _1045336786.unknown _1045337024.unknown _1045336698.unknown _1044180459.unknown _1044177589.unknown _1044180422.unknown
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