{"id":17904,"date":"2023-11-04T13:41:56","date_gmt":"2023-11-04T16:41:56","guid":{"rendered":"https:\/\/manual.educationone.com.br\/?post_type=docs&#038;p=17904"},"modified":"2023-11-04T13:47:39","modified_gmt":"2023-11-04T16:47:39","password":"","slug":"criando-perfil-de-avaliacao","status":"publish","type":"docs","link":"https:\/\/manual.educationone.com.br\/index.php\/docs\/criando-perfil-de-avaliacao\/","title":{"rendered":"Criando Perfil de avalia\u00e7\u00e3o"},"content":{"rendered":"\n<p>Para se criar em lote as avalia\u00e7\u00f5es que ir\u00e3o compor a m\u00e9dia de um aluno, v\u00e1 em Secret\u00e1ria -&gt; Turmas -&gt; Avalia\u00e7\u00f5es <\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img fetchpriority=\"high\" decoding=\"async\" width=\"1024\" height=\"462\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-21-1024x462.png\" alt=\"\" class=\"wp-image-17905\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-21-1024x462.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-21-300x135.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-21-768x346.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-21.png 1309w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<h2 class=\"wp-block-heading\">Criando novo Perfil de avalia\u00e7\u00e3o<\/h2>\n\n\n\n<p>Clicando em +Inserir, d\u00ea um nome para o perfil e clique em Salvar:<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img decoding=\"async\" width=\"1024\" height=\"490\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-22-1024x490.png\" alt=\"\" class=\"wp-image-17906\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-22-1024x490.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-22-300x143.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-22-768x367.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-22.png 1309w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img decoding=\"async\" width=\"1024\" height=\"425\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-23-1024x425.png\" alt=\"\" class=\"wp-image-17907\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-23-1024x425.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-23-300x124.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-23-768x319.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-23.png 1302w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p>Preencha os campos Nota m\u00e1xima e Titulo <\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"481\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-24-1024x481.png\" alt=\"\" class=\"wp-image-17908\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-24-1024x481.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-24-300x141.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-24-768x361.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-24.png 1311w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<h2 class=\"wp-block-heading\">Tipo<\/h2>\n\n\n\n<p>Neste campo, defina o tipo da avalia\u00e7\u00e3o. De ser definido se a avalia\u00e7\u00e3o ser\u00e1 uma prova, trabalho ou recupera\u00e7\u00e3o.<\/p>\n\n\n\n<p>Confira nosso artigo <a href=\"https:\/\/manual.educationone.com.br\/index.php\/docs\/tipos-de-avaliacao-e-recuperacoes\/\">Tipos  de avalia\u00e7\u00e3o e Recupera\u00e7\u00f5es<\/a>.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"491\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-60-1024x491.png\" alt=\"\" class=\"wp-image-17958\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-60-1024x491.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-60-300x144.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-60-768x368.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-60.png 1306w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<h2 class=\"wp-block-heading\">Peso<\/h2>\n\n\n\n<p><strong>M\u00e9dia aritm\u00e9tica<\/strong><\/p>\n\n\n\n<p>Definindo o peso com n\u00fameros <strong>ACIMA <\/strong>de 0,0 o sistema far\u00e1 a m\u00e9dia aritm\u00e9tica entre as avalia\u00e7\u00f5es multiplicando a nota pelo valor do peso: <\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"488\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-54-1024x488.png\" alt=\"\" class=\"wp-image-17946\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-54-1024x488.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-54-300x143.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-54-768x366.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-54.png 1302w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"491\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-53-1024x491.png\" alt=\"\" class=\"wp-image-17945\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-53-1024x491.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-53-300x144.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-53-768x368.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-53.png 1307w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p><strong>Soma notas<\/strong><\/p>\n\n\n\n<p> Para que n\u00e3o seja feita a m\u00e9dia aritm\u00e9tica e apenas seja somada a nota bruta da avalia\u00e7\u00e3o, defina o peso da nota para 0,0.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"489\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-51-1024x489.png\" alt=\"\" class=\"wp-image-17943\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-51-1024x489.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-51-300x143.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-51-768x367.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-51.png 1306w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"488\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-52-1024x488.png\" alt=\"\" class=\"wp-image-17944\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-52-1024x488.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-52-300x143.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-52-768x366.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-52.png 1306w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<h2 class=\"wp-block-heading\">Per\u00edodo (Replicando avalia\u00e7\u00f5es)<\/h2>\n\n\n\n<p>No campo Per\u00edodo pode-se definir quantas vezes a prova ser\u00e1 replicada e em quais Per\u00edodos. Marque a caixa de sele\u00e7\u00e3o do per\u00edodo que deseja que esta avalia\u00e7\u00e3o apare\u00e7a, caso seja marcada mais de uma caixa de sele\u00e7\u00e3o, o sistema replicar\u00e1 a avalia\u00e7\u00e3o nos respectivos per\u00edodos. A cada caixa de sele\u00e7\u00e3o marcada, o sistema replicar\u00e1 a avalia\u00e7\u00e3o em cada per\u00edodo (Bimestre, Trimestre, Semestre, etc): <\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"432\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-49-1024x432.png\" alt=\"\" class=\"wp-image-17940\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-49-1024x432.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-49-300x127.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-49-768x324.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-49.png 1312w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"480\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-48-1024x480.png\" alt=\"\" class=\"wp-image-17939\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-48-1024x480.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-48-300x141.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-48-768x360.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-48.png 1311w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p>Ao final, clique em Salvar.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Atribuindo o Perfil na disciplina<\/h2>\n\n\n\n<p>Para aplicar o perfil na disciplina, v\u00e1 em Secret\u00e1ria -&gt; Turmas -&gt; Op\u00e7\u00f5es da turma (\u263c) -&gt; +Avalia\u00e7\u00f5es<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"492\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-55-1024x492.png\" alt=\"\" class=\"wp-image-17948\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-55-1024x492.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-55-300x144.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-55-768x369.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-55.png 1306w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p>Selecione o perfil:<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"492\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-56-1024x492.png\" alt=\"\" class=\"wp-image-17949\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-56-1024x492.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-56-300x144.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-56-768x369.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-56.png 1049w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p>Selecione as disciplinas vinculadas a turma em que deseja que este perfil se aplique:<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"489\" src=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-57-1024x489.png\" alt=\"\" class=\"wp-image-17950\" srcset=\"https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-57-1024x489.png 1024w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-57-300x143.png 300w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-57-768x367.png 768w, https:\/\/manual.educationone.com.br\/wp-content\/uploads\/2023\/11\/image-57.png 1049w\" sizes=\"(max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p>Ao final, clique em Gerar Avalia\u00e7\u00f5es.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Erros<\/h2>\n\n\n\n<p>Caso surja uma lista de erros em vermelho dizendo &#8220;<strong>Voc\u00ea n\u00e3o pode criar avalia\u00e7\u00f5es iguais para a mesma turma, disciplina e per\u00edodo!<\/strong>&#8220;, significa que j\u00e1 existe uma avali\u00e7\u00e3o do mesmo tipo e mesmo nome vinculada a turma neste per\u00edodo, e o sistema n\u00e3o pode sobrescrever esta avalia\u00e7\u00e3o.<\/p>\n\n\n\n<p><img decoding=\"async\" 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alt=\"\"><\/p>\n\n\n\n<p>Caso isto venha a acontecer, verifique a lista de avalia\u00e7\u00f5es j\u00e1 lan\u00e7adas da turma e altere ou apague ela.<\/p>\n\n\n\n<p>Verifique como realizar este processo em nosso artigo de <a href=\"https:\/\/manual.educationone.com.br\/index.php\/docs\/como-alterar-e-ou-excluir-avaliacoes\/\">Como Alterar\/Excluir ou Criar avalia\u00e7\u00f5es<\/a>. <\/p>\n","protected":false},"excerpt":{"rendered":"<p>Para se criar em lote as avalia\u00e7\u00f5es que ir\u00e3o compor a m\u00e9dia de um aluno, v\u00e1 em Secret\u00e1ria -&gt; Turmas -&gt; Avalia\u00e7\u00f5es Criando novo Perfil de avalia\u00e7\u00e3o Clicando em +Inserir, d\u00ea um nome para o perfil e clique em Salvar: Preencha os campos Nota m\u00e1xima e Titulo Tipo Neste campo, defina o tipo da avalia\u00e7\u00e3o. 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