Questões sobre conjuntos e funções

Questões sobre funções do primeiro grau e conjuntos
O salário mensal de um vendedor é de R$ 750,00 fixos mais 2,5% sobre o valor total em reais, das vendas que ele efetuar durante o mês. Em um mês em que suas vendas totalizarem x reais, o salário do vendedor será dado pela expressão:
A tabela seguinte apresenta amédia, em kg, de resíduos domiciliares produzidos por habitante, no período de 1995 a 2005[br][br]PRODUÇÃO DE RESÍDUOS DOMICILIARES POR HABITANTES EM UM PAÍS[br][br]ANO Kg[br]1995 460[br]2000 500[br]2005 540[br][br][br]Se essa produção continuar aumentando, mantendo o mesmo padrão observado na tabela, qual a previsão de produção de resíduos domiciliares, por habitante no ano de 2020,em kg?
Uma estudante oferece serviços de tradução de textos em lingua inglesa. O preço a ser pago pela tradução inclui uma parcela fixa de R$ 20,00 mais R$ 3,00 por pagina traduzida. Em determinado dia, ela traduziu um texto e recebeu R$ 80,00 pelo serviço. Calcule a quantidade de páginas que foi traduzida.
O prefeito de uma cidade deseja construir uma rodovia para dar acesso a outro município. Para isso, foi aberta uma licitação na qual concorreram duas empresas. A primeira cobrou R$ 100.000,00 por km construído (n), acrescidos de um valor fixo de R$ 350.000,00, enquanto a segunda cobrou R$ 120.000,00 por km (n), acrescidos de um valor fixo de R$ 150.000,00. As duas empresas apresentaram o mesmo padrão de quantidade de serviços prestados, mas apenas uma delas poderá ser contratada.Do ponto de vista econômico, qual equação possibilitará encontrar a extensão da rodovia que tornaria indiferente para a prefeitura escolher qualquer uma das propostas apresentadas?
Duas locadoras de carros ofereceram a tabela de preço de locação de veículos a seus clientes como mostra abaixo:[br]Locadora X Taxa fixa: R$ 50,00 Preço por quilômetro percorrido: R$ 1,20[br][br]Locadora Y Taxa fixa: R$ 56,00 Preço por quilômetro percorrido: R$ 0,90[br][br]Observando os dados anteriores, referente aos valores cobrados por duas locadoras X e Y de veículos, é CORRETO afirmar que:
Sabe-se que o preço a ser pago por uma corrida de taxi inclui uma parcela fixa, que é denominada bandeirada, e uma parcela variável, que é função da distância percorrida. Se o preço da bandeirada é de R$ 4,60 e o quilômetro rodado é R$ 0,96, a distância percorrida pelo passageiro que pagou R$ 19,00 para ir de sua casa ao shopping, é de:
A academia “Fique em Forma” cobra uma taxa de inscrição de R$ 80,00 e uma mensalidade de R$ 50,00. A academia “Corpo e Saúde” cobra uma taxa de inscrição de R$ 60,00 e uma mensalidade de R$ 55,00.a)Determine as expressões algébricas das funções que representam os gastos acumulados em relação aos meses de aulas, em cada academia.[br]b)Qual academia oferece menor custo ara uma pessoa que pretende “malhar” durante um ano? Justifique, explicitando seu raciocínio.
[list=1][*][br] Uma pesquisa de mercado sobre a[br] preferência de 200 consumidores por três produtos P1, P2 e P3[br] mostrou que, dos entrevistados, [/*][/list][br]20 consumiam os três produtos; [br]30 os produtos P1 e P2; [br]50 os produtos P2 e P3; [br]60 os produtos P1 e P3; [br]120 o produto P1; [br]75 o produto P2[br][br]Se todas as 200 pessoas entrevistadas[br]deram preferência a pelo menos um dos produtos, pergunta-se: [br][br]a) Quantas consumiam somente o produto[br]P3? [br][br]b) Quantas consumiam pelo menos dois[br]dos produtos? [br][br]c) Quantas consumiam os produtos P1 e[br]P2, e não P3? [br][br][br]
A figura a seguir representa o boleto de cobrança da mensalidade de uma escola, referente ao mês de junho de 2008.[br][img]data:image/png;base64,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[/img][br]Se M(x) é o valor, em reais, da mensalidade a ser paga, em que x é o numero de dias em atraso, então:
[br]Numa prova constituída de dois[br]problemas, 300 alunos acertaram somente um deles, 260 o segundo, 100[br]alunos acertaram os dois e 210 erraram o primeiro, quantos alunos[br]fizeram a prova? [br][br]
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Information: Questões sobre conjuntos e funções