브릿지 과학학원 — 대구 중구 과학전문학원
교육과정
학생 맞춤 시스템을 도입하여 자습 중 언제든지 피드백이 가능합니다.
원장 소개
과목별 전문 강사의 탄탄한 수업을 약속드립니다.
수업구성
체계적인 학습시스템으로 즐겁게 수업을 할 수 있습니다.
학원소개
쾌적하고 편안한 학습환경과 함께 전문성을 극대화 했습니다.
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학원 소식
여름방학 물리/화학 특강
수강 대상 : 고1 / 고2(2학기 내신 선택자) "완전 연소" 여름은 타들어가고, 과학은 완성된다. *경북여고1) 타학교보다 빠른 개학 일정으로 인해 5회차 수업은 개인 보강 가능. *신명고2) 2학기 내신 물리 ...
2학기 정규 시간표 안내(중등 통과 선행, 고2 진로선택 신규 개설)
고2 진로선택, 일반선택, 중등 통과 선행반이 신규 개강됩니다. 7/8(수) 2학기 정규반 개강 *신명고2) 2학기 내신 물리 선택자 : 여름방학 특강 수강 후 8월 중 정규내신반 개설 교육문의 010.5942.22...
브릿지과학학원 기말고사 대비 현장
안녕하세요, 브릿지과학학원 원장입니다. 어김 없이 치열한 기말고사 기간, 브릿지과학의 기록을 남깁니다. 1. 학교별 자체 교재 기출 경향을 완벽히 분석한 본원 자체 교재. 개념부터 심화까지의 완성 2. 과제 해설 영...
![[경북여고] 1학기 중간고사 적중문항 분석](data:image/jpeg;base64,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)
[경북여고] 1학기 중간고사 적중문항 분석
안녕하세요, 브릿지과학학원니다. 고등 내신반은 학교별 반분리가 되어있습니다. 경북여고1 통합과학, 경북여고2 물리화학 내신반 시간표 안내드립니다. 경북여고1 - 일요일 2시 경북여고2 화학 - 일요일 10시 경북여고...
