A agência de viagens [b]Ir&Voltar[/b] foi inaugurada a 3 de Janeiro de 2015. [br]Desde essa data até ao dia 3 de Janeiro de 2018, houve um grupo de funcionários que se manteve na empresa.[br][br]Na tabela seguinte, estão representadas as idades desses funcionários no dia da inauguração da [b]Ir&Voltar[/b], em que b representa o número de funcionários com 27 anos [br][br][img]data:image/png;base64,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[/img][br] [right] Adaptado do Exame de MACS | 2022 | 1ª fase[/right][br]
Como a classificas a variável em estudo?
No dia 3 de Janeiro de 2018, a média das idades desses funcionários era de 29,2.[br]Determine quantos desses funcionários tinham 27 anos quando a agência foi inaugurada?[br][br][br]
Com base na tabela apresentada (considerando b = 4 ), vamos [br]- elaborar uma tabela de frequências absolutas e relativas, simples e acumuladas;[br]- elaborar o gráfico de barras da distribuição;[br]- determinar as medidas de localização e dispersão.[br][br][b]Ajuda[/b]: seleciona as duas primeiras colunas da tabela e o ícone com o gráfico do painel superior 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seleccionar, no gráfico, o íon com o somatório 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