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[/img][/center]O tempo total de recarga da bateria (de 0% a 100%) de um determinado modelo de telefone celular é de 2 horas e 5 minutos. Supondo que o carregamento ocorre segundo uma taxa constante:
a) Faça uma tabela que forneça o percentual de carga na bateria a cada 25 minutos, a partir de zero.
b) represente em um plano cartesiano os pontos da tabela do item anterior.
c) Descreva uma estratégia que permita, a partir da representação gráfica obtida no item anterior, determinar o percentual de carga na bateria após 40 minutos de carregamento.
d) Determine a função que modela o carregamento desse modelo de telefone, especificando seus domínio e conjunto imagem.
e) Qual é a taxa de carregamento desse modelo de telefone celular?