Observe a tabela a seguir, que apresenta pontuação das três...
Próximas questões
Com base no mesmo assunto
Ano: 2023
Banca:
FUNDEP (Gestão de Concursos)
Órgão:
Prefeitura de Barra Longa - MG
Prova:
FUNDEP (Gestão de Concursos) - 2023 - Prefeitura de Barra Longa - MG - Ajudante de Serviços Gerais |
Q2078191
Matemática
Observe a tabela a seguir, que apresenta pontuação das
três etapas de uma gincana solidária realizada na escola
“Conquista do Saber”, entre os alunos do 7º ano.
![Imagem associada para resolução da questão](data:image/png;base64,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)
Resultados parciais – GINCANA SOLIDÁRIA
Fonte: Dados fictícios.
A equipe vencedora da gincana, ou seja, a que obteve a maior soma de pontos nas três fases, foi a equipe
Resultados parciais – GINCANA SOLIDÁRIA
Fonte: Dados fictícios.
A equipe vencedora da gincana, ou seja, a que obteve a maior soma de pontos nas três fases, foi a equipe