[경제학부] 2024년 1학기 전공강의 대학원생 TA모집중입니다.
관심있는 학생은 신청과목과 아래내용 작성해서 메일(jihui@snu.ac.kr)바랍니다.
1. 학번
2. 연락처(핸드폰/이메일)
3. 강의조교 신청과목:
EX)여러개면 1,2,3 순서대로
4. 타장학금 여부 ( o/x)
-기초교육원 강의조교
-기초학문분야학문후속세대
- bk21참여 대학원생 6학점이내
※ 현재 1차추천은 끝났고 2차(수강변경기간) 때 재선발 예정입니다. 선정연락을 못받은 학생들은 원하는 과목 순서를 작성해서 다시 메일주시면 2차때 추천하겠습니다. ![](data:image/png;base64,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)
*2월 15일 추가
212.317/001산업조직론 / 이상승 교수 / 금(15:30~18:20)|이론|83-305(무선랜제공)
212.301/001 계량경제학/ 이서정 교수/ 월,수 9:30~10:45 (마감)* 대상 교과목은 수시로 업데이트 되고 있습니다.
* 전공TA 2과목 가능* BK중복가능금액 : 40만원*6개월----------------------------------------------------------------------------------------------------------------------
□ 전공 강의조교(TA) 자격 등
❍ 학생: 본교 석사 혹은 박사학위과정(석·박사학위 통합과정 포함)에 재학 중인 대학원생 또는 수료한 연구생
- 단, 법인조교, 근로기준법 및 기간제법 등에 따라 근로계약을 체결한 근로자는 제외
선발 요건 관련 아래 유의사항 반드시 참조
※ 연구년(파견), 휴직 교원은 전공 강의조교(TA) 배정 대상에서 제외
□ 역할 및 복무시간
❍ 역할
- 강의자료 준비, 출결확인, 시험감독, 채점 보조, 질의응답 등 강의보조
- 실험·실습보조
- 과제물 지도, 수업 관련 학습법 지도, 멘토링 운영 등
- 기타 수업 관련 보조 업무
❍ 복무시간: 주 7.5시간 (월 30시간)
□ 지원 사항
❍ 개인별 지급액(학기 단위): 240만원 (=40만원 × 6개월)
- 1학기: 4월 말, 종강 후(6월 말) 각각 120만원 지급 (예정)
※ 중단‧해지 시, 중단·해지일까지 복무한 업무 일(월 등)수에 대해 일할(월할 등) 계산하여 지급함
❍ 활동 종료 후 교무처장 명의의 전공 강의조교(TA) 활동증명서 발급
□ 유의사항
❍ 전공 강의조교(TA) 선발 요건
- GSI 장학생은 전공 강의조교(TA) 활동 불가
- 기초학문분야(특성별) 학문후속세대(교무과)와는 중복 활동 불가
- 기초교양 강의조교(기초교육원)를 중복으로 수행할 수 있으나, 합산하여 주 20시간 이내로 운영
❍ BK21 연구장학금을 지원받는 참여대학원생은 학기당 6학점 이내(강의를 담당하는 경우, 강의 학점 포함)에서 전공 강의조교(TA) 활동 가능
❍ 소속 대학(원)장 및 담당 교수에게 조교의 복무 및 금전적 보상 등 조교 제반 운영에 관해 관리·감독의 책임이 있음
❍ 협약 내용과 무관한 업무를 지시하거나 협약에 명시되지 않은 교원의 사적 업무에 동원 금지