Teste de Qui-Quadrado
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Teste de Qui-Quadrado
Um estudo (Revista de Saúde Pública, 2001; 35(2), pp. 159–164) sobre tabagismo entre adolescentes residentes no município de Petolas, RS, tinha por objetivo saber se existia alguma relação entre faixa etária e condição de fumante. Os dados colhidos para dar o respaldo à conclusão, estão apresentados na tabela abaixo.
![Teste de Qui-Quadrado 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)
Verifique, usando Teste Qui-quadrado, ao nível de significância de 0,5%, se os dados da tabela indicam a independência entre faixa etária e condição de fumante na população de adolescentes residentes no município de Petolas, RS. a presença do fungo Pitiríase versicolor e o tempo transcorrido desde o transplante.
Resultado encontrado: QQ=23,3285
Gostaria de saber se meu resultado está correto. Abraços!!
SEM GABARITO
Verifique, usando Teste Qui-quadrado, ao nível de significância de 0,5%, se os dados da tabela indicam a independência entre faixa etária e condição de fumante na população de adolescentes residentes no município de Petolas, RS. a presença do fungo Pitiríase versicolor e o tempo transcorrido desde o transplante.
Resultado encontrado: QQ=23,3285
Gostaria de saber se meu resultado está correto. Abraços!!
SEM GABARITO
![-](https://2img.net/i/empty.gif)
» Comparações entre grupos e Teste Qui-quadrado
» Teste de hipóteses
» Teste de 10 questões
» Teste 6.10B
» Função FME VOL teste 371
» Teste de hipóteses
» Teste de 10 questões
» Teste 6.10B
» Função FME VOL teste 371
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