[size=100]Este não é um livro tradicional, assim não pode ser usado como um livro tradicional.[br]Para usar o livro dinâmico com sua turma sugerimos atribuir o livro a seus estudantes, para isso você deverá clicar no ícone [img]data:image/png;base64,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[/img], que está no canto superior direito da tela, [br]aparecerá a seguinte janela: [img]data:image/png;base64,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[/img] [br][br][br]na opção Atividade GeoGebra aparecerá a seguinte janela:[br][br][img]data:image/png;base64,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[/img][br][br]você poderá compartilhar o livro inteiro ou partes dele, compartilhando o link criado em cada atividade com seus estudantes.[br][br][br][br][/size][size=100][b][size=150]Uma sugestão de uso na sala de aula[/size][/b][/size][size=100][br][br][justify]Após atribuir as atividades, você pode sugerir que os estudantes desenvolvam as atividades em casa ou na sala de aula. Para o desenvolvimento na sala de aula (ou laboratório de informática), você pode sugerir que os estudantes trabalhem individualmente ou duplas. [/justify][/size]