Траектория поступления
Прием на образовательную программу «Бизнес-информатика» осуществляется по результатам вступительных испытаний и/или олимпиад.
Для поступления на программу, необходимо сдать ЕГЭ по трем предметам:
- Математика (минимальный балл 70)
- Информатика и информационно-коммуникационные технологии (ИКТ) (минимальный балл 75)
- Русский язык (минимальный балл 65)
Проходные баллы последних лет:
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)
Контрольные цифры приема на образовательную программу «Бизнес-информатика» в 2024:
- 130 бюджетных мест (из них: Квота для лиц, имеющих особое право - 13);
- 80 мест по договорам об оказании платных образовательных услуг;
- 3 платных места для иностранцев.
Контрольные цифры приема на образовательную программу «Бизнес-информатика» в 2023:
- 130 бюджетных мест (из них: Квота для лиц, имеющих особое право - 11);
- 80 мест по договорам об оказании платных образовательных услуг;
- 20 платных мест для иностранцев.
Полезные ссылки:
- Особые права, предоставляемые победителям и призерам Всероссийской олимпиады школьников
- Особые права, предоставляемые победителям и призерам олимпиад школьников, включенных в Перечень олимпиад школьников
- Учет индивидуальных достижений
- Особенности проведения вступительных испытаний для лиц с ограниченными возможностями здоровья и инвалидов
- Документы и правила приема
- Общежития
- Информирование о приеме на обучение в НИУ ВШЭ
- Платное обучение и скидки (2022, справочная информация)