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)
2022학년도 2학년 1학기 2차고사 시험범위 과목 | 시험범위 | 국어 | 86-155, 국어책 뒤에 있는 부록 (208-212) | 과학 | 60~103쪽, 138~157쪽 | 영어 | 2과 본문, 3과 4과는 전체 | 역사 | p64 이슬람교의 성립과 이슬람 제국 ~ p121 무굴제국의 | 수학 | 2단원. 연립방정식 ~ 3단원. 함수 전체 (교과서 64~137쪽) | 기술가정 | p. 92~ p.107, p 206~231 | 정보 | 정보 p.10-43, 104-128 | 도덕 | 1권 176~227쪽 |
2022학년도 3학년 1학기 2차고사 시험범위 과목 | 시험범위 | 국어 | 3단원 (1) 국어의 음운 체계, (2) 통일 시대의 국어 (132~159쪽) | 과학 | 2-3단원 기압과 날씨(78쪽) ~ 4-1단원 감각기관(139쪽) (p156~157 시험범위 관련 문제) | 영어 | Lesson 3 ~ Lesson 4 (교과서. 프린트물) | 사회 | 교과서 p.72-108, 학습지 p.15-27 | 역사 | 신라 중대 ~ 거란(요)의 침입 ① 단원 : Ⅱ - 1 - ③ 통일 신라의 성립과 발해 건국 ~ Ⅲ - 2 - ① 고려의 대외 정책(Ⅲ - 1 - ③ 문벌 사회의 동요, ④ 무신 정권의 성립과 농민 · 천민의 봉기 부분은 제외) ② 교과서 : 53쪽 ~ 85쪽 (79쪽 ~ 83쪽은 제외) ③ 유인물 : 13쪽 ~ 18쪽 | 수학 | 이차방정식~ 이차함수의 그래프 | 기술가정 | 76~97쪽, 178~197쪽 | 도덕 | 2권 80쪽~117쪽 |
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