Estatística

1. No gráfico apresenta-se a Taxa de mortalidade por lesões autoprovocadas intencionalmente (suicídio) por 100 000 habitantes (N.º) e sexo.[br][img]data:image/png;base64,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[/img][br](https://www.pordata.pt/, janeiro 2024)
[b]1.1. [/b]Determina os valores de a e de b, sabendo que a média da taxa de mortalidade autoprovocadas nos habitantes do sexo masculinos é 16,1 e a mediana da taxa de mortalidade autoprovocadas nos habitantes do sexo feminino é 4,35.
1.2. Representa através de um diagrama de extremos e quartis a taxa de mortalidade autoprovocadas nos habitantes do sexto feminino, considerando b=4,4.
1.3. Para agrupar os dados da taxa de mortalidade autoprovocada dos habitantes do sexo masculino em classes, completa a tabela, considerando a = 15,2.[br][img]data:image/png;base64,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[/img]
 1.4. Representa, através de um histograma, os dados obtidos na alínea anterior (utiliza as frequências relativas acumuladas) e identifica as classes onde se encontram os quartis
1.5. Qual dos diagramas de dispersão relaciona a taxa de[br]mortalidade, de 2011 a 2021, dos habitantes do sexo masculino (x)  e do sexto feminino (y)?[br][br][br]
1.6. Determine o coeficente de correlação da taxa de mortalidade, de 2011 a 2021, dos habitantes do sexo masculino e do sexto feminino e comente o seu valor.
Resolve os restantes exercícios da ficha em anexo utilizando o recurso que achares mais conveniente (geogebra, calculadora gráfica, excell)
Estatistica ficha global
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Information: Estatística