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)
Quanto ao trecho de programa acima e quanto às características da linguagem Java, considere as seguintes afirmações.
I - A classe ServicoTerceirizado é uma subclasse da classe Servico. II - Objetos da classe ServicoTerceirizado herdam todos os atributos da classe Servico. III- Pode-se declarar métodos na classe ServicoTerceirizado com a mesma assinatura de métodos já declarados na classe Servico.
Quais estão corretas?
Quanto ao trecho de programa acima e quanto às características da linguagem Java, considere as seguintes afirmações.
I - A classe ServicoTerceirizado é uma subclasse da classe Servico. II - Objetos da classe ServicoTerceirizado herdam todos os atributos da classe Servico. III- Pode-se declarar métodos na classe ServicoTerceirizado com a mesma assinatura de métodos já declarados na classe Servico.
Quais estão corretas?
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Suponha a seguinte sequência de código:
... int valorTabelado = 500; Servico servicoL= new Servico (“Lavagem”,423, valorTabelado); ....
Na linha 9 do código de instrução, “this.valor = valor;” o uso de “this” garante que:
... int valorTabelado = 500; Servico servicoL= new Servico (“Lavagem”,423, valorTabelado); ....
Na linha 9 do código de instrução, “this.valor = valor;” o uso de “this” garante que:
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Considere a escrita de uma linha de código Servico servicoL= new Servico (“Lavagem”) e analise as afirmações abaixo.
I - A linha de código resulta na declaração de uma variável e na criação de uma instância da classe “servicoL” com a string “Lavagem” no campo “nomeServico” e com os demais valores indefinidos. II - A linha de código resulta na declaração de uma variável com identificador “Lavagem”. III- A linha de código resulta na declaração de uma variável e na criação de uma instância da classe “Servico” com a string “Lavagem” no campo “nomeServico” e com os demais valores zerados.
Quais estão corretas?
I - A linha de código resulta na declaração de uma variável e na criação de uma instância da classe “servicoL” com a string “Lavagem” no campo “nomeServico” e com os demais valores indefinidos. II - A linha de código resulta na declaração de uma variável com identificador “Lavagem”. III- A linha de código resulta na declaração de uma variável e na criação de uma instância da classe “Servico” com a string “Lavagem” no campo “nomeServico” e com os demais valores zerados.
Quais estão corretas?
Em relação à programação orientada a objetos, assinale a afirmação correta.
Concurso:
TJ-RS
Disciplina:
Algoritmos e Estrutura de Dados
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Qual é a característica principal desse algoritmo?