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Best 후기>커뮤니티>Best 후기

제목 [TAT] [TAT 1급 합격] 8월 시험 합격 수기 등록일 2023-08-28
<p>1학기를 종강하고 6월 20일 ~ 8월 18일까지 약 2달간 TAT 1급 자격증을 준비했습니다</p>

<p>&nbsp;</p>

<p>우선적으로 했던 것은 이론 공부였습니다. 실무에 들어가기 전에 반드시 이론을 먼저 숙지하고 있어야 된다고 판단했기 때문에 이론 문제가 10문제로 비중이 적다고 해도 이론을 먼저 숙달하지 않으면 실무 파트에서도 점수를 얻지 못할 것이라는 생각이 들었기 때문입니다</p>

<p>&nbsp;</p>

<p>이론 부분은 하루에 3강의씩 들으며 신속하게 마무리하고 실무로 넘어가는 것으로 계획을 짰고 재무회계, 소득세, 법인세 이렇게 한 파트가 끝날 때마다 뒤에 유형별 예상문제를 풀어보며 틀린 것은 번호 옆에 작대기를 그려 표시했고 실무 파트를 마무리하고 다시 틀린 부분을 정독했습니다</p>

<p>&nbsp;</p>

<p>이론 부분을 한 번 훑고 난 다음 실무 파트는 예상과 비슷하게 시간이 많이 소요되었습니다 따라서 시간적인 부분에 있어서 많은 투자를 했고 교수님이 알려주신 문제의 유형을 파악하려 노력했습니다 실무 부분도 한 번씩 훑고 나서 다시 한 번 과정을 반복했습니다 역시나 한 번 봤다고 해서 같은 문제임에도 불구하고 부드럽게 풀어나가지 못했습니다 그렇게 2번 정도 순환을 하고 기출문제, 모의시험 등을 풀어보니 점점 감이 익기 시작했고 시험에 합격하게 되었습니다</p>

<p>&nbsp;</p>

<p>종합적으로 봤을 때 이론을 신속히 끝내고 점수 비중이 높은 실문 파트에 시간을 투입하는 것이 합격률을 높이는 방법이라 생각됩니다 기출문제와 모의고사를 풀면서 실전 감각을 익히고 더불어 자신감까지 붙게 되면 시험 막바지에 왔을 때 이론 10문제도 무시할 순 없는 점수이기 때문에 유형별 예상문제를 틀린 문제 위주로 본 후에 시험에 들어가면 좋은 결과가 있을 것이라 봅니다</p>

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" /></p>
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