안녕하세용 ㅎㅎ 이번 고3 3월 모의고사에서 수학 나형 65점을 받았습니다~~
제가 48점을 받았던 11월 모고 등급은 4등급!!뚜둥 (아래 사진 출처 : 스카이에듀)
![](data:image/png;base64,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)
그리고 이번 3월에 제가 받은 모고점수는 65점! 3등급 뚜둥!! ( 아래 사진 출처 : 유웨이 닷컴 )
![](data:image/png;base64,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)
65점이 무슨 후기를써?! 하실수도 있지만 저는 40점대 학생들의 희망이 될 수 있다는 생각에 후기를 작성합니다~
아밥공 수학을 고민하고 계신 분들에게 경험자로서 바른 정보를 드릴 수 있도록
솔직한 후기를 써드리겠습니다 ㅎㅎ
저는 11월 모의고사에서 실망을하고 페북을 통해 아밥공을 알게 되었고
1월에 코치님들께 진단을 받고 아밥공수학을 진행하게되었는데요.
(썡기초아카데미-필수아카데미-개념아카데미-3점기출아카데미-...) 막 요렇게 각각 수준별로 커리큘럼이 있어용
학생은 진단을 받고 코치님께서 각자에게 맞는 커리큘럼을 주시는거죠!!ㅎㅎ
저는 필수아카데미부터 시작해서 다음 커리인 개념아카데미를 2강까지 들었습니당 헤헿ㅎㅎㅎㅎㅎ
(이제 후기 쓰고 3강 들어가려구요)
필수아카데미는 14일 커리큘럼이고
개념아카데미는 10일 커리큘럼이었습니다.
그러나 방학동안 공부를 너무 안했던 저는 3월 모고를 끝내기전 2달이라는 시간동안
겨우 개념아카데미 2강까지 밖에 진행을 못한거죠.....ㅎㅎ죄송합니다 코치님..
모의고사 전에 남들과 같이 기출문제 좀 풀었는데 아밥공수학에서 자체 모의고사를 만들어서 카톡으로 주시더라고요 ㅎㅎㅎ그것도 도움이 많이 됬어용
모의고사 당일 아침에는 필수아카데미에서 갈고닦은 제겐 너무나 소중한 개념노트와 오답노트를 봤습니다.
이 오답노트와 개념노트 제가 정리한게 아니고 필수아카데미에서 각 강의마다 코치님들께서 정리해주신거 그대로 쓴거죠 ㅎㅎ
그 개념들 가지고 이번 모의고사를 본겁니다 ㅎㅎㅎㅎ
가채점을하고 결과를 보니 기쁘더라고요 ㅎㅎ
속으로 필수아카데미까지 밖에 못했는데 정말 놀라운걸..역시 수학은 개념인가... 집가자마자 코치님께 말씀드려야지 여러생각이 들었어요 ㅋㅋ 어쨋든 저는 이번 모의고사에서 제 가능성을 보았습니다. 남은건 제가 열심히 따라가는거죠 ㅎㅎ
아직 4점 짜리가 아쉽게 틀리고 하는게 있어서 코치님께 카톡했더니 유형아카데미까지 하면 그런 부분들이 다져질거라고 하셨어욯ㅎ 방학때 열심히해서 유형아카데미까지 끝냈더라면 더 좋은 결과로 후기를 쓸 수 있었을 텐데 많이 아쉽네요ㅜㅜ
아밥공수학의 장점을 정리하자면,
1. 질문
모르는걸 질문하면 바로바로 강의를 보내주신다는 것입니다.
강의는 3분~10분짜리로 길지 않아서 딱 집중하기 좋고요. 그 강의로도 이해가 안되서 다시 질문하면 실시간으로 강의를 찍어서 눈높이를 맞춰주십니다 ㅎㅎ
2. 확실한 개념
로그, 지수법칙, 급수, ... 아밥공을 진행하기전에 안다고 생각했지만 결국엔 틀려서 혼자 다시 공부해야 했던 개념들을 확실히 알고 넘어갈 수 있어요
3. 코치님들의 열정
좋은 목소리로 10분안에 강의를 해주시는 임코치님과 뭔가 정말 친형처럼.. 강의를 해주시는 현코치님ㅎㅎ
그리고 아침마다 어제 어디까지 진행했냐고 확인해주시는 천코치님의 열정이 아밥공 수학의 가장 큰 강점이죠 ㅎㅎ 제가 방학때 많이 안했다고 했잖아요 ㅎㅎ 이것도 코치님과 상담을 통해 지금은 해결을 했고 공부하기 싫고 집중안될때 어떻게 하면 좋은지 스킬도 좀 알았어요 ㅋㅋㅋ !
마지막 한마디
코치님께 계속 저 늦은거 아니냐고 여쭤봤는데 그럴때마다 저같은 학생들 후기 보여주시면서 충분하다고 안늦었다고 하셨어요ㅎㅎㅎㅎ 주변 친구들한테 아밥공 해보라고 계속 추천하고 후기 보여주는데도 못믿는게 있는거같아요 ㅎㅎ
저도 처음엔 그렇게 생각했었는데.. 정말 해보니까 느껴져요 2달만에 2등급!! 막 그런게 가능하다는걸 ㅋㅋㅋㅋ
저도 방학때 더 열심히했다면 하는 아쉬움이 있지만 이제 열심히하면 되니까요 ㅎㅎ
다음 모고때 더 좋은 후기 보내드릴게용
코치님들 항상 감사헤여 ^^정말 존경하구요~~
원본 : https://cafe.naver.com/morningmealstudy/195136