Материалы о результатах освоения обучающимися образовательных программ

Сравнительный анализ деятельности за 3 года

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" 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Результаты промежуточной и итоговой аттестации учащихся

Анализ мониторинга в  11 классе по предмету информатика, 2014-2015 учебный год

Образовательное учреждение _МКОУ СОШ № 3 г. Киренска________

Предмет ___Информатика и ИКТ_______________________

Класс ___11____

Кол-во обучающихся -  ___15______ чел.

Кол-во писавших -        __13________ чел.

«5» - ___6_____ чел.

«4» - ___7_____ чел.

«3» - ___-_____ чел.

«2» - ___-_____ чел.

Успеваемость -­­___100_____ %

Качество -        ____100____ %

Анализ ошибок (темы).

Выводы: Обучающие 11 класса справились с данной работой и показали высокий результат.  Результаты мониторинга  позволили выявить затруднения в решении задач по темам «Алгоритмизация», «Логика. Интернет». Продолжить работу по ликвидации пробелов в знаниях и умениях учащихся по этим темам, проводить пятнадцатиминутные самостоятельные работы в тестовой форме, обучающего и контролирующего характера.

Результаты промежуточной  аттестации учащихся за 2015-2016 учебный год