3년간의 내신대비 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)
3학년 이지한 (61회 졸업예정) 서울대학교 인문계열 수시합격 합격 수기로 후배님들의 내신대비에 관한 조언을 주고자 이 글을 쓰게 됐습니다. 먼저 제 경험을 말씀드리고자 합니다. 사실 저도 1학년 때는 내신과 모의고사 모두 sky를 바라보기에는 턱없이 부족한 성적이었습니다. 별다른 생각이나 계획 없이 그저 나중에는 성적이 오를 것이라는 막연한 태도로 학업에 임했습니다. 남들이 보기에도 “쟤 열심히 해” 라고 말할 정도로 학업에 열중하기 시작한건 한빛학사에 들어가고 나서였습니다. 결론적으로 말씀드리면 기숙사생들을 따라서, 즉 남들 하는 만큼 해야 한다는 마음으로 공부를 시작했습니다. 내신 기간에 침실로 들어가는데 동기들이 1층 복도에서 개인 스탠드를 켜놓고 새벽 늦게까지 공부하는 모습을 보면서 ‘아 저렇게 공부해야 되구나’ 라고 느꼈습니다. 그때부터 지금의 많은 후배 분들도 그렇듯 새벽 늦게까지 내신 공부를 하곤 했습니다. 그런데 1학년 겨울방학이 되면서 몸에 문제가 생기기 시작했습니다. 그동안의 피로가 누적되었는지 잠을 아무리 자도 계속해서 피곤한 상태가 지속됐습니다. 공부에 집중하기도 힘들고 스스로 지쳐가면서 괜히 더 짜증만 나고 신경질적으로 변했던 것 같습니다. 그렇다고 공부를 포기할 수는 없기 때문에 학습 방식을 바꿔야겠다고 다짐했습니다. 그리고 지금부터 이렇게 해서 개선된 저의 학습 방법을 알려드리려 합니다.
1. 저는 잠을 많이 잤습니다. 제가 체력적으로 부족하다는 것을 알고서는 무리하게 잠을 줄이는 식으로 공부하지 않았습니다. 내신기간 구분 없이 항상 12시에 잤습니다. 때론 더 공부할 때도 있었지만 절대 1시를 넘기지 않았습니다. 3학년이 돼서 남들보다 일찍 일어나 공부하는 친구들도 있었지만 저는 그냥 기상송과 함께 일어났습니다. 그럼 대략 7시간 정도 잔 것이죠. 대신 꼭 지키고자 노력한 것은 잠 안자는 시간만큼은 최대한 공부하는데 쓰자는 것이었습니다. 쉬는 시간과 식사 시간 등을 활용했습니다. 다들 느끼실 테지만 사실 이것은 그다지 특별한 방법도 아닙니다. 이를 특별하게 만드는 건 실천입니다. 얼마나 꾸준히, 얼마나 오랫동안 실천할 수 있는지가 가장 중요합니다. 자신에게 맞는 수면 패턴을 잡아서 생활하시되 그만큼 부족해지는 학습시간은 시간을 최대한 잘 활용해서 보충하셔야 됩니다. 잠을 많이 잤다는 것이 포인트가 아니라 잠을 더 많이 잔만큼 시간활용을 잘 하셔야 된다는 것이 제가 전달하고 싶은 말입니다.
2. 수업교재는 3번 정도 반복 학교에서 다루는 수업 교재들은 대부분 내신 범위에 포함됩니다. 그렇기 때문에 저는 내신 기간에 이러한 교재들을 3번 정도 반복해서 공부했습니다. 비슷한 문제가 나오면 빨리 풀어서 시간을 아낄 수 있고 남는 시간을 어렵거나 헷갈리는 문항에 투자할 수 있어서 많이 도움이 됩니다. 3번 정도 보면 문제와 답이 암기되는 것들도 있을 것입니다. 그것이 그대로 출제된다면야 그보다도 좋은 것은 없을 테지만 문제가 변형돼서 출제 될 수 있으니 내신 시험을 볼 때 반드시 꼼꼼히 확인하셔야 합니다. 또 교과서와 부교재를 공부하실 땐 되도록 꼼꼼하게 보실 것을 권장합니다. 시험 문제가 무엇이 날지 모르기 때문에 조심해서 나쁠 것이 없습니다.
3. 내신은 학교수업으로 대비했습니다. 내신 공부를 할 때 ebs 강의나 사설 인강을 듣는 친구들도 있습니다. 하지만 저의 경우에는 그냥 학교 수업으로 내신 대비를 했습니다. 물론 본인이 필요하다면 듣는 것이 맞겠지요. 다만 주변 친구들 따라서, 나도 들어야 하지 않나 라는 불안감에 인터넷 강의를 듣지는 않아도 된다는 것입니다. 어차피 내신은 학교 선생님들께서 내시기 때문에 선생님 수업으로도 충분히 내신 대비는 가능하다고 생각합니다. 내신 대비 인터넷 강의는 정말 본인의 필요에 의해서만 들으시고 그렇지 않다면 학교 수업에 집중하시는 것이 좋습니다.
4. 시험 볼 때는 빠르고 신중하게 2~3주 간 열심히 내신 공부를 하셨다면 시험을 치면서 상당히 수월하고 쉽게 풀리는 문제들이 있을 것입니다. 그러한 부분에서는 최대한 빨리 문제를 풀어 시간을 확보하는 것이 중요합니다. 저는 항상 시험을 볼 때 헷갈리거나 어려운 문제는 뛰어넘고 다른 문제들을 빨리 풀어서 난해한 문제를 풀기 위한 시간을 충분히 남겨두었습니다. 다만 시험은 결국 문제를 많이 맞춰야하는 것이기 때문에 쉬운 문제라도 소홀히 해선 안 되겠지요. 시간이 남아 문제를 다시 볼 여유가 있다면 정말 좋겠지만 그건 시험의 난이도에 따라 다르기 때문에 처음 풀 때 신중하게 푸는 것이 좋습니다. 검토 없이 한 번에 맞추겠다는 생각으로요. 남는 시간은 풀리지 않는 문제들을 보며 답을 찾으려 깊이 고민해보는데 투자하시면 됩니다.
5. 복습 정말 강조 가르치시는 선생님, 과목 등에 따라 다르지만 내신 시험이 학교 수업교재에서 문제를 참고해 출제되기도 하기 때문에 학교 수업교재를 많이 들여다보셔야 시험 칠 때 수월하실 것입니다. 학교 수업교재에서 100% 난다는 게 아니라서 얽매이지 마시고 ‘나오면 땡큐지’라는 마인드로 시험에 임하셨으면 좋겠습니다. 이건 어디까지나 문제가 그대로 혹은 비슷하게 출제되었을 때 시간을 줄이기 위한 것입니다. 제가 복습을 강조하는 이유는 시험을 잘 보기 위한 밑바탕이 되기도 하지만 시간을 줄이는 방법이기도 하기 때문입니다. 이렇게 나열해놓고 보니 사실 별다른 공부법이 아닙니다. 모두가 따라할 수 있는 방식이라고 생각합니다. 이들을 참고하셔서 자신만의 학습 패턴을 형성해 나가셨으면 좋겠습니다.
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