[justify]Como foi falado anteriormente na folha de trabalho "Livro", este não é um livro tradicional. Assim, não pode ser usado como um livro tradicional. Para usá-lo com sua turma, é fundamental que o professor explorar algumas folhas de trabalho ou conteúdos em sala de aula e para as tarefas em casa sugerimos que você crie um grupo e inclua seus estudantes. Caso não saiba como fazer isso, abra a Folha de Trabalho "[url=https://ggbm.at/FZ8ESbEC]Como criar grupos e incluir membros[/url]" e siga as orientações. [br] Depois que criou um grupo e incluiu os estudantes, você poderá postar ou livro inteiro ou partes dele no grupo. Caso não saiba como fazer isso, abra a Folha de Trabalho "[url=https://ggbm.at/wVZBGqpN]Como postar materiais no grupo[/url]". Observe que você pode postar com as opções.[br] [img]data:image/png;base64,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[/img] ou [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJ0AAAA3CAIAAACZw98JAAADKklEQVR4nO2cqZLjMBBA52vzG/4KGwiFCClEJEhEJkYmRgIpESMhV0ICd0FvFPk+IjuzXf3QjI+Wq59bV6r884fAyM+3H4DYBfKKk7fXhvgPud/vz+eTvOKkr5a8YuDxeJBXnJBXnIx6vd1u3342YjvkFSfkFSfkFSfkFSfkFSfkFSfkFSeHejXG6BdlWTrnojdBAAd51Vqfz+e0DWOsLMuIrRCeg7wKIdIR6rqO2BABHOTVGJOm6fl8VkpVVaWU8l611hEbIoDjxteqqsJ/OefkdT++Mx92zjHGNng1l+T0JsuHrsmz0VOz5NlpgI3BurwePlK4Sb7g1Tnni3XN+AppCZKSZ/tlKM9i599cklNyMTFDTrCjV2OMtbZz0FrrKzVN0+Xz4WPTspPXIyoV2Mur1hrMKaWMeevwq52Vi5yJPEPCoAfN8qbJs+AFCDvu9tHwlkXtLQ4VXPjvutbwAVcNR4vGLl611r4oQSTnvK5rmBUD/VKeYqp8zCU5JUnmcxN6NZfs/WfSynx4y5IGF4Zq9SthlHa9jkSLRnyvnHPGWFEUQggppXOurmvOOSxypJRpmgoh1gWd9RooatVrJ0hQP9NFMtMPj4bqNB7InOiHR594OzG9KqVAar8WQSfMfmETcV3oOa/huYHUdnu8+bFusMH5UEPz6TGvQ9GiEdOr72P7p67XK5wKx9oVTBXYhNc8C1PWLrKVXpeFmp0GzESLRkyvMKZyzvunnHMwh4IVjlJqZeyJQWjca3dIS7Z7XRhq4v0LL1x802ZieoVp0eCvNHDKT5I3FW77HW/8+nXa6+sG6PU+8rooVHtXpDM9Cr0ORotGTK/W2r4wa62UkjEmhPC98dYOub3dNJ7ZJEymv/ijfnhFqHCQ7S6IZqJFI/J82P9u43cH/ZGiKKy1sOxZ3w8T64js1a9QoUDDraWNM6amaZqmP8lEyeb89Ins1TkHFSml1FoXRQHbEet2IYiPieyV+CWQV5yQV5yQV5yQV5yQV5yQV5yQV5yMev32gxEfQV5xQl4RQt9vwgl9bw0b899HJDBBXnFCXnFCXnFCXnFCXnFCXnHyF8TymAZeD2LiAAAAAElFTkSuQmCC[/img]. A opção "Criar Aviso" não oferece opções para você dar [i]feedbacks[/i]. Essa opção pode ser usada numa situação em que você quer que o estudante tenha acesso ao livro inteiro para consultar qualquer capítulo quando desejar. Agora imagine uma situação em que deseja que o estudante faça tarefas para que depois você possa dar [i]feedbacks[/i]. Nesse caso, você deverá postar com a opção "Criar Tarefas". [br] [/justify]
[justify] Após a criação e a postagem dos materiais, 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. Se optar por duplas é importante que cada um desenvolva num computador diferente. Isso porque o estudante deverá estar logado em sua conta para fazer as atividades. Posteriormente, você poderá ter acesso ao que cada estudante fez e poderá dar [i]feedbacks[/i]. [br] Em algumas situações, pode ser trabalhoso desenvolver o balanceamento na plataforma para resolver as atividades propostas. Oriente o estudante para que ele desenvolva o balanceamento num papel, tire uma foto e cole no campo destinado à resposta (sendo um rascunho), para que o professor possa visualizar seu raciocino, que o levou ao resultado final que ele ira postar em seguida. [br][br] Em alguns momentos, se achar necessário, pode projetar as atividades com um datashow e discutir com os estudantes. [br] [/justify]
[justify] Para conhecer as possibilidades de recursos que permitem os [i]feedbacks[/i], abra a folha de trabalho "[url=https://ggbm.at/wVZBGqpN]Como o professor pode dar [i]feedbacks ?[/i][/url][i]" [/i][br] Para que possas receber as notificações sobre as atividades desenvolvidas pelos estudantes, sugiro que configure sua conta adequadamente. Para isso, vá em "Configurações de conta", procure "Notificação" e escolha a opção que achar mais conveniente.[br][br] [img width=600,height=355]data:image/png;base64,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[/img][/justify]