안녕하세요. 이번 4회차 공사기사에 합격하게 되어 합격수기를 작성하게 되었습니다!
저같은 경우는 필기 4과목을 면제 받아서 필기보다는
공사기사 실기 특히, 견적위주로 합격수기를 작성하려고 합니다!
견적부분이 출판사마다 복원과 풀이과정 방식이 살짝 상이하고 혼란적인 부분이 있기때문에
제 나름대로 이 글을 통해 정리를 해보려고 합니다 !
필기(전기응용 및 공사재료)에 대해서 아주!! 간략히 말씀드리자면
전기응용 및 공사재료 같은경우에는 이론 2회독에 과년도 10개년 정독하고 시험보러 갔습니다
전기응용 및 공사재료 과목은 전기설비기준 과목과 느낌이 비슷합니다. 그냥 계산도 별로 없고 90% 암기입니다!
저 같은경우는 이론 2회독을 하였지만 그냥 이론 1회독 하시면서 아! 이런게 있구나~ 정도로만 넘어가고
바로 과년도 가시는 것이 좋습니다!! (전기설비기준 과목 공부법과 같음)
이론 2회독을 진짜 꼼꼼히 해도 과년도가면 이론에서 안나오는, 처음보는 문제가 5~6문제정도는 항상 있더라구요.. ㅎㅎ
말그대로 전기응용이기 때문에 이론을 파면팔수록 끝이없어서 이론보다는 과년도로 접근하는게 효율적인 것 같습니다
결론은! 전기응용 및 공사재료는 이론보다는 과년도 문제를 꼼꼼히 하시는 것을 추천드립니다!
실기 (이론 및 단답)
* 이론
저는 다산에듀 공사 파트 정규반과 타 출판사 과년도 30개년을 활용하였습니다. 단답은 다산 단답 포켓집을 활용했구요.
확실히 공사기사는 계산문제는 정말 간단하게 나옵니다! 계산에 대해서는 아무런 걱정하실 필요가 없습니다!
문제는 암기량이 좀 상당하다는 것입니다..ㅠㅠ 우스갯소리로 전기공사기사가 아니라 전기암기기사라는 별명이 붙을정도입니다
그나마 다행이였던건 단답이 전기기사 단답보다 간단명료한게 많고 외우기 어려운게 10%정도 밖에 안됐다는 점입니다
제가 추천드리고 싶은 공부법은 정규반 이론 및 문제를 1~2회독으로 최대한 빨리 끝내고 바로 과년도로 넘어가는 것입니다!!
(정규반을 안거치고 바로 과년도로 넘어가면 뭐가 어떤건지 모르고 헷갈리게 되므로 1~2회독 정도는 필히 추천드립니다!!)
공사기사는 전기기사처럼 이해할게 딱히 많이 없고 단순 암기가 훠~~얼씬 많기때문에 과년도에서 복습하며 외우는게 좋습니다.
저는 이번시험이 너무나도 간절하여 88년도부터 돌렸지만 합격에는 15 ~ 20개년 만으로도 충분한 것 같습니다.
일단 15~20개년을 완벽히 하신다음 여기서 불안하신분들은 88년도부터 15~20년에서 출제되지 않았던 새로운 문제 위주로만
보시거나, 신출 대비 정규반 이론(전기공사기사 실기 정규반 + 전기기사 실기 정규반)을 복습하시는게 좋을 것 같아요~~
* 단답
단답은 다산 단답 포켓집을 활용했는데요, 정규반에 있는 단답 내용을 그대로 옮긴 미니북입니다!
포켓집 기준으로 총 206페이지인데 하루 3시간씩 별도로 투자해서 20페이지씩 10일동안 스스로 진도를 나갔고,
2회독 할때부터 노트북 한글파일에 문제와 답을 써가며 본격적으로 외우기 시작했습니다.
솔직히 딱 처음 봤을때 이 많은걸 언제 다 외우지.... 한숨만 늘어났는데 막상 외우니까 또 외워지더라구요 참 신기했습니다 ㅎㅎ..
또 앞서 말씀드렸지만 양이 많을 뿐. 다행히도 간단명료한 단답이 대부분입니다!
그래서 전반적으로 외우는데 크게 어려움은 없었고,
좀 외우기 까다로운 단답들은 따로 카톡 나와의 채팅에 앞글자만 따서 정리해놓고 외웠습니다!
단답 연습_문제.hwp
단답 연습_문제_답포함.hwp
제가 올린 첨부파일은,,,
단답을 공부하면서 복습할 때, 문제랑 답이 같이있으니 잘 외워졌는지 확인하기가 불편하더라고요..
그래서 단답 문제만 있는 파일은 없을까 하고 찾아봤으나 아무리 찾아봐도 없길래 제가 직접 공부하면서 만들었는데요!
다산 단답 포켓집을 기반으로 만들었고, 문제만 따로되어있는 파일과, 문제 + 답포함 되어있는 파일입니다.
다산 단답 포켓집이 기사와 산업기사내용 모두를 담고있어서 공사산업기사 단답도 중간중간 포함되어있습니다!
단답 모든 내용을 담고있는 것은 아닙니다!!
원래는 206페이지를 모두 다 만들려고했으나, 시간부족과 생각보다 많은 양 때문에 제가 공부하면서 외우기 헷갈리거나
중요한 단답만 골라서 만들었습니다 ㅠㅠ 그래도 한 70~80%는 담겨있을거에요!
단답 외우시고 복습하실때 써보세요~~
조금이라도 도움되고 유용하게 쓰인다면 정말 행복할 것 같습니다 ㅎㅎ!
실기 (견적)
공사기사의 꽃 견적은 배점이 30점이나 되는 어마무시한 문제인데요
물론 견적을 안하고 암기를 엄청나게 열심히하여 70점으로 합격할 수도 있지만,,,,
안전하게 합격하려면 감당해내야하는, 지나칠수 없는 문제이기도 합니다.
저같은 경우는 견적을 단답처럼 따로공부했는데요
견적을 공부할 때, 다산교재와 타교재 2권을 사용하였습니다.
처음 견적을 접했을때는 진짜 막막하기만 하고 뭐가 뭔지 하나도 몰랐었는데,
다산에듀 견적부분을 1회독하니 감이 잡히기 시작하더라구요.
물론 까다롭고 어렵긴 마찬가지였지만, 복습할수록 점점 더 익숙해졌어요.
이게 견적이 어렵다고 느껴지는게 물론 수량구하는 것도 있지만,
대부분 해설품에서 어떤 것을 적용해야할지 헷갈려서 어려웠던 것 같습니다.
이 부분은 정말! 해당되는 품만 적용해야 합니다.
예를들어 경완철인지 ㄱ형완철인지 문제에 주어지지도 않았는데, 주관적인 생각만으로 경완철이겠지 이러고
해설 경완철 120% 할증을 적용하면 안된다는겁니다.
진짜 상상을 버리고 문제에 주어진 조건만! 적용하면 그래도 나름 수월하게 접근하실수 있을거에요
제가 견적을 공부하면서 진짜 헷갈리고 어려웠던게 출판사마다 풀이하는게 조금씩 다르다는 겁니다.
특히, 나중에 견적공부를 하시게 되면 해설품 중복할증을 구할때, (1 + 0.2 + 0.2)를 하는 교재도 있고, 1.2 * 1.2 하는 교재도 있어서
매우 혼동이 오실겁니다.. 참 한문제 한문제가 소중한 수험자 입장에서는 중요한데 말이죠 ㅜㅜ
저 또한 그 당시에 어느 풀이가 맞는건지 모르겠어서 3시간동안 검색해보고,
전기협회에서 1.2 * 1.2 즉, 해설품은 곱이 맞다는 답변을 받은 글이 있어서 그것을 참조하여
이번 견적시험에서도 해설품 중복 할증은 곱으로 계산하였는데 그 결과 좋은 점수를 얻을 수 있었던 것 같아요.
이처럼 견적 풀이 방식이 출판사 마다 다른 경우가 있어서, 자기 자신만의 견적 풀이 신념이 확고하게 있는게 정신적으로 좋은 것 같아요..
저는 개인적으로 다산에듀를 적극 추천드립니다!! 견적 풀이 계산 방식이 타 출판사에 비해 틀린게 하나도 없었어요.
추가적으로 말씀드리자면 P * (1 + 0.2 + 0.2) 이런 방식은 재료 1개 추가당 20% 할증이라던지, 해설품이 아닌 견적 제 1장에 나오는 층수별할증, 지형별할증, 야간작업할증.. 등등 일 때, 적용한다고 하네요.
혹시라도 나중에 견적공부를 하다가 저처럼 해설품 중복가산에 고민하시는 분이 계신다면,
고민할 필요없이 곱으로 계산하시길 바래요!!
그리고 시간적 여유가 있으시다면 최대한 시중에 나와있는 견적 문제들을 최대한 많이 접해보는 게(출판사 별로 문제 풀이과정이 달라도 풀이는 항상 일관되게) 좋습니다!!
견적은 정말 대부분 문제가 연계되어있고, 문제 하나 놓치면 연쇄적으로 틀리는 경우가 많아서
꼼꼼하게 보는 것과 실수하지 않는게 정말정말 중요한 것 같아요.
자신이 자주 실수하는 부분이나 견적을 풀면서 주의할점을
따로 정리하여 참고하시는 것도 정말 좋은 방법입니다!!!!
저 또한 시험 보기 직전까지 제가 따로 정리해놓은 견적 주의할 점 한 번 읽어보고 시험봤었습니다!
마지막으로 시험 날, 다 푸셨다고 일찍 나오지 마시고(후회할지도 모릅니다 ㅠㅠ) 2시간 30분동안 시험 종료될 때까지!! 검토(특히 견적부분)하시는 것을 적극적극적극적극 추천드립니다!
글이 좀 길어졌는데, 읽어주셔서 감사드리고 조금이나마 2020년 전기공사기사 자격증 취득에 도움이 되었으면 합니다!!
이번에 합격률이 낮았다고 하는데, 내년에는 쉽게 나와서 다 같이 합격했으면 좋겠습니다~!
끝으로 다산에듀 원장님들께 진심으로 감사드립니다.
감사합니다!!!!
PS. 시퀀스는 2019년 공사기사 출제 기준에 명시가 안되어있길래 과감하게 버렸습니다. 공사기사 시퀀스는 전기기사보다 훨씬 더 어려워서 아예 눈길도 안줬습니다 ㅎㅎㅎ 모두 2020년에 합격하시길 진심으로 바랍니다!
![](data:image/png;base64,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)
첫댓글 열심히 하셨어니 좋은 결과 .합격을 축하 합니다.
정말 축하드립니다. ^~^ 대단해요~
자료감사드립니다. 메리 크리스마스요~
저도 이번 합격자 입니다. 견적에서 점수 맞을 생각보다는 단답으로 60점 맞고 부수적으로 견적에서 점수를 얻으셔야 합격하는 구조입니다,
축하 축하 드립니다.
좋은 자료 감사 합니다.^~^
합격 축하드려요~
합격을 진심으로 축하드리며,
아울러 좋은 합격수기에 감사드립니다
앞으로 하고자 하시는 일 모두 다 잘되시길 바랍니다...^^
이야.. 좋은 합격 수기 이네요 ㅎㅎ 감사함니다
축하드립니다.높은 점수로 합격하셨네요.견적 주의사항을 올려주시면 고맙겠습니다. 잘읽고 갑니다.
합격을 축하합니다
추카추카 합니다
공사기사 단답형 및 팁
축하 드립니다.
감사합니다❣
너무너무 축하드립니다. 게다가 이렇게 좋은 후기와 함께 도움을 주시니 이 글을 봐서라도 꼭 합격해야겠네요. 앞으로도 좋은 일만 가득하시기바랍니다.
축하합니다
축하합니다
공사기사 실기 과년도 15년~20년 정도만 봐도 충분하다고 하셨는데 즉, 이 부분의 견적이 추가되서 꼭 풀어봐야하고
나머지는 공사기사 정규반 + 단답이면 충분하다는 거죠?
축하합니다 그리고 좋은 후기 감사합니다.
타 출판사 과년도 문제집 어떤건지 알수 있나요? 혹시, 전기 공사기사 실기 part 책만 가지고 있는데 이거말고 전기기사 실기 정규반 과정도 구매해야 하는게 큰 비중을 차지할까요? 과년도와 공사실기 part 책만으로는 안될꺼같나요?
축하합니다.
합격을 축하드립니다.
얼마나 열심히 하셨을지, 정말로 노력의 결과지요.
좋은 자료 공유에 감사드립니다.
멋져요
크 대단하시네요 1년내에 2개를 따시다니 ㅠㅠ
축하합니다
후기 감사합니다~!!
안녕하세요 자료공유에 감사드립니다!
단답 정리하신 것들 출처 기재하고 제 블로그에 게시해도 될까요..??
뒤 늦게나마 합격 축하드립니다.