A tabela indica os cargos existentes em um setor de uma emp...
Próximas questões
Com base no mesmo assunto
Ano: 2014
Banca:
VUNESP
Órgão:
SP-URBANISMO
Prova:
VUNESP - 2014 - SP-URBANISMO - Assistente Administrativo |
Q447709
Matemática
A tabela indica os cargos existentes em um setor de uma empresa, os respectivos salários mensais e o número de funcionários de cada função. ![Imagem associada para resolução da questão](data:image/png;base64,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)
O salário médio dos funcionários desse setor da empresa é de
O salário médio dos funcionários desse setor da empresa é de