Ao se clicar em “Criar Folha de Trabalho” aparece a seguinte tela:[br][br] [img]data:image/png;base64,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[/img][br][br] [br] Considere a “Folha de Trabalho” como uma página de um livro digital e dinâmico de matemática que você está criando. Ela será utilizada pelos seus estudantes. Nessa “Folha de Trabalho” poderás dar um Título, inserir “Textos”, “Vídeos”, “Applets Geogebra”, “Imagens”, “Páginas da Web”, “Arquivos PDF” e “Questões abertas ou de múltipla escolha”. Nos subtópicos seguintes, falarei sobre cada um desses elementos.