По предметам «Самопознание», «Художественный труд»,
«Музыка», «Физическая культура» проводится формативное оценивание, по его итогам выставляется «зачет»/ «незачет». По физической культуре в конце каждой четверти и учебного года, а по остальным трем предметам – по итогам полугодия и учебного года. Оценка («зачет »
/ «незачет») выставляется в журнал.
Суммативные задания за разделы/сквозные темы и четверть должны содержать только пройденный обучающимися материал учебных программ.
Выполнение работ по суммативному оцениванию обязательно для всех обучающихся.
Повторное выполнение суммативного оценивания за разделы/сквозные темы и за четверть не допускается.
Задания суммативного оценивания за четверть разрабатываются на основе спецификаций суммативного оценивания за четверть. Спецификации представляют собой единые требования к структуре и содержанию суммативного оценивания за четверть и его проведению для всех организаций среднего образования.
Спецификации включают: цель, обзор суммативного оценивания за четверть, инструкции по проведению, образцы заданий суммативного оценивания за четверть, схемы выставления баллов к заданиям.
Задания суммативного оценивания учитель составляет самостоятельно или использует задания, рекомендованные в Методических рекомендациях по суммативному оцениванию, разработанных АОО «Назарбаев Интеллектуальные школы». Учитель может использовать несколько вариантов суммативных работ.
Суммативное оценивание по языковым предметам проводится по четырем видам речевой деятельности (аудирование (слушание), говорение, чтение, письмо). Оценивание слушания и говорения проводится на уроках в течение недели, в которую запланировано проведение суммативного оценивания.
Методические рекомендации по суммативному оцениванию, разработанные для учителей всех уровней образования (размещены на сайте НИШ и НАО им. И. Алтынсарина), отражают подходы к организации и проведению суммативного оценивания за разделы/сквозные темы и четверти. Документ содержит следующую информацию:
рекомендации по разработке заданий для суммативного оценивания за раздел/сквозную тему;
образцы заданий по суммативному оцениванию за раздел/сквозную тему с дескрипторами и баллами;
спецификации суммативного оценивания за четверть для разработки заданий и проведения процедуры;
образцы заданий для суммативного оценивания за четверть со схемами выставления баллов.
Для обеспечения объективности и прозрачности оценивания результатов обучения обучающихся по суммативному оцениванию за четверть учителями проводится процесс модерации.
Модерация предназначена для обсуждения результатов суммативных работ обучающихся учителями по одному предмету и параллели классов с целью стандартизации оценивания.
Учителя-предметники проводят процесс модерации в конце полугодия и перед выставлением итоговых отметок за год с целью стандартизации отметок внутри одного предмета и одного класса. Время между проведением суммативной работы и проведением модерации не должно превышать более 3 рабочих дней.
Модерация позволяет значительно повысить результативность и качество образовательного процесса.
На заседании по модерации учителя обсуждают суммативные работы в соответствии со схемой выставления баллов, при необходимости коллективно вносят изменения и/или дополнения в схему выставления баллов. По завершению модерации заполняется протокол.
По итогам модерации суммативные работы обучающихся, баллы которых подлежат изменению, перепроверяются. Балл за суммативную работу по итогам модерации может быть изменен как в сторону увеличения, так и в сторону уменьшения.
В соответствии с Типовыми правилами проведения текущего контроля успеваемости, промежуточной и итоговой аттестации обучающихся в организациях образования, реализующих общеобразовательные учебные программы начального, основного среднего, общего среднего образования в случае отсутствия обучающегося в день проведения суммативного оценивания по уважительной причине (болезнь, смерть близких родственников, участие в конференциях, олимпиадах и научных соревнованиях) обучающийся должен пройти суммативное оценивание в течение двух недель после прибытия в школу.
Если обучающийся отсутствует до двух недель по уважительной причине (болезнь, смерть близких родственников, участие в конференциях, олимпиадах и научных соревнованиях), он должен пройти суммативное оценивание после прибытия в школу в течение двух недель.
В случае отсутствия обучающегося более двух недель по уважительной причине (болезнь, смерть близких родственников, участие в конференциях, олимпиадах и научных соревнованиях) он должен пройти суммативное оценивание по индивидуальному графику, составленному школой.
При отсутствии результатов суммативного оценивания за раздел (сквозную тему) и четверть обучающийся является временно не аттестованным.
При предоставлении отчета по успеваемости временно неаттестованные обучающиеся не учитываются, отчет по их успеваемости предоставляется дополнительно.
Результаты суммативного оценивания обучающихся в виде баллов переводятся в четвертную и годовую оценки согласно шкале перевода баллов в оценки.
Информация по итогам суммативного оценивания за раздел/сквозную тему предоставляется обучающимся и родителям или иным законным представителям в бумажном или электронном формате (рубрики, комментарий и др.).
В первом полугодии 1 класса суммативное оценивание уровня усвоения учебного материала не проводится, следовательно, четвертная оценка выставляется только в 3 и 4 четвертях.
Четвертная оценка выставляется на основании результатов суммативного оценивания за разделы/сквозные темы в процентном соотношении 50% на 50%. Это означает, что обучающийся набирает 50% оценки за четверть по результатам суммативных работ по разделам/сквозным темам, 50% – по результату суммативной работы за четверть. Сумма этих двух частей представляет итоговую оценку за четверть.
В 1 классе годоваяоценка выставляется по итогам 3 и 4 четвертей на основании результатов по суммативному оцениванию за разделы/сквозные темы и четверти в процентном соотношении 50% на 50%. Для расчёта годовой оценки складываются общие баллы обучающегося за суммативное оценивание за разделы/сквозные темы и суммативное оценивание за четверти. Далее по процентному соотношению (50%:50%) определяется процентное содержание баллов за учебный год. Подсчет оценок осуществляется автоматически по формуле, введенной в электронный журнал.
Пересмотр четвертных и годовых оценок не допускается.
Освобождение обучающихся от уроков физической культуры по состоянию здоровья не влияет на их перевод в следующий класс.
Форма электронного журнала представляет собой таблицу, куда вносятся достижения обучающихся в течение четвертей (баллы по суммативному оцениванию за разделы и четверти), а также производится автоматический расчет оценок согласно шкале, предусматривающей перевод баллов в оценки (только по итогам четверти и учебного года) (рисунок 1).
Для каждого учебного предмета по всем уровням образования разработан свой формат электронного журнала, в котором указано количество суммативных работ за раздел в каждой четверти.
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)
Достарыңызбен бөлісу: |