학력평가 사전준비

<div><font size="3"><b>- 실질반영률 낮은 내신, 걱정은 NO!…수능 최저가 관건  </b></font></div><div><font size="3"><b>- 2023 논술전형 선발 대학 39곳…전형요소와 반영비율은? </b></font></div><div><font size="3"><b>- 서경대는 교과전형에서 논술고사 실시 </b></font></div><div><font size="3"><b>- 지원 대학의 학생부 반영 방법 제대로 알아야 </b></font></div><div><font size="3"><b><br></b></font></div><div><img src="http://cdn.edujin.co.kr/news/photo/202209/40224_82127_5321.jpg" border="0"></div><div><font size="3"><br></font></div><div><font size="3">최근 중위권 학생들에게 희망을 주는 전형으로 논술전형이 각광받고 있다. </font></div><div><font size="3"><br></font></div><div><font size="3">과거에는 논술전형을 실시하는 대학들이 고교 교육과정에서 벗어난 어려운 문제를 출제하는 경우가 많아, 사교육을 유발한다는 비판과 함께 대표적인 금수저 전형으로 꼽혀왔다.  </font></div><div><font size="3"><br></font></div><div><font size="3">하지만 교육부가 이 문제를 해결하기 위해 대학별고사를 실시하는 대학들의 고사 문항에 대한 선행학습 영향평가를 실시하면서, 최근 논술고사에서는 교과 밖 출제가 대폭 줄었다. </font></div><div><font size="3"><br></font></div><div><font size="3">이에 따라 고교 교육과정을 충실히 밟은 학생이라면 충분히 풀 수 있는 수준으로 대부분의 문항이 출제되면서, 수험생들의 관심도가 커지며 해가 갈수록 경쟁률이 치솟고 있는 전형이기도 하다. </font></div><div><font size="3"><br></font></div><div><font size="3">지난 정부가 대입전형 간소화 방안을 발표하면서 논술전형은 2024학년도까지 폐지될 예정에 있었으나, 현 정부는 학생 선발 다양화를 위해 논술전형을 존치하겠다는 입장이다. </font></div><div><font size="3"><br></font></div><div><font size="3"><b style="background-color: rgb(255, 222, 211);">실질반영률 낮은 내신, 걱정은 NO!…수능 최저가 관건</b></font></div><div><font size="3">2023학년도 수시에서 논술전형을 실시하는 대학은 총 39곳이다. 대학에 따라 전형요소와 반영비율이 크게 다르다. 논술 성적 100%만으로 선발하는 곳이 있는가 하면, 교과(내신)를 40%까지 반영하는 곳도 있다. </font></div><div><font size="3"><br></font></div><div><font size="3">이 때문에 논술에 자신 있지만 내신이 부족한 학생들은 교과 반영률이 낮은 대학을 선호하는 경향이 있는데, 여기에 큰 오해가 숨어 있다. 바로 교과성적의 '명목반영률'과 '실질반영률'의 차이를 모르는 데서 빚어지는 오해다. </font></div><div><font size="3"><br></font></div><div><font size="3">논술전형을 실시하는 대학들은 수능과 내신에서 측정하지 못하는 고등사고력을 평가해 우수한 학생을 선발하고자 논술전형을 실시한다. </font></div><div><font size="3"><br></font></div><div><font size="3">이 때문에 많은 대학이 교과성적을 반영하더라도 등급별 점수 차를 매우 작게 두고 있다. 교과성적이 좋지 않은 학생이라도 논술고사에서 한두 개만 더 맞히면 이를 상쇄할 수 있을 정도다. </font></div><div><font size="3"><br></font></div><div><font size="3">사실상 논술 성적으로 당락이 결정된다는 뜻이다. 그러니 논술에 자신 있는 학생이라면 희망을 갖고 논술전형에 도전해 보자. </font></div><div><font size="3"><br></font></div><div><font size="3">단, 학생들의 선호가 높은 대학 중에는 수능 최저학력기준을 적용하는 곳이 많으므로 수능 대비에도 최선을 다해야 한다.  </font></div><div><font size="3"><br></font></div><div><font size="3"><b style="background-color: rgb(255, 222, 211);">2023 논술전형 선발 대학 39곳…전형요소와 반영비율은?</b></font></div><div><font size="3">논술전형을 실시하는 대학 가운데 <b>논술 100%</b>를 반영하는 대학은 건국대, 덕성여대, 성균관대, 연세대, 연세대(미래), 한국항공대 등 총 6곳이다. </font></div><div><font size="3"><br></font></div><div><font size="3"><b>논술90 + 학생부10</b>으로 선발하는 대학은 숙명여대, 한양대, 홍익대, 홍익대(세종) 등 4곳이다. </font></div><div><font size="3"><br></font></div><div><font size="3">서강대, 서울여대, 아주대, 한국기술교대 등 4곳은  <b>논술80 + 학생부20</b>을 반영한다. </font></div><div><font size="3"><br></font></div><div><font size="3">가장 많은 대학이 택하고 있는 것은 <b>논술70 + 학생부30</b>이다. 총 20곳의 대학이 여기에 해당한다. 가톨릭대, 경북대, 경희대, 고려대(세종), 광운대, 단국대(죽전), 동국대, 부산대, 서울과기대, 서울시립대, 성신여대, 세종대, 이화여대, 인하대, 중앙대, 중앙대(안성), 한국공학대, 한국외대, 한국외대(글로벌), 한양대(에리카) 등이다. </font></div><div><font size="3"><br></font></div><div><font size="3"><b>논술60 + 학생부40</b>으로 선발하는 대학은 가천대, 경기대, 수원대, 숭실대, 울산대(의예과) 등 5곳이다.  </font></div><div><font size="3"><br></font></div><div><font size="3"><b style="background-color: rgb(255, 222, 211);">서경대는 교과전형에서 논술 실시</b></font></div><div><font size="3">참고로, <b>서경대</b>는 2023학년도 수시 <u>학생부교과전형</u>에 <b>학생부60 + 논술40</b>으로 선발하는 SKU논술우수자전형을 신설했다. 수능 최저는 적용하지 않는다. 하지만 논술보다 학생부 반영비율이 높아 교과전형으로 분류된다. </font></div><div><font size="3"><br></font></div><div><font size="3">■ 2023 논술전형 실시 대학 39곳의 전형요소별 반영비율 비교 </font></div><div><font size="3"><br></font></div><div><img 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" alt=""></div><div><br></div><div><font size="3"><br></font></div><div><font size="3"><b>■ 2023 논술전형 실시 대학별 수능 최저 적용 여부 </b></font></div><div><font size="3"><b><br></b></font></div><div><img src="data:image/png;base64,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" alt=""></div><div><br></div><div><font size="3"><br></font></div><div><font size="3"><b style="background-color: rgb(255, 222, 211);">지원 대학의 학생부 반영 방법 제대로 알아야 </b></font></div><div><font size="3">논술전형 선발 시 학생부를 반영하는 방법 역시 대학마다 다르다. 학생부 가운데 교과만 반영하는 대학, 비교과를 함께 반영하는 대학이 있다. 비교과 중에서도 출결만 반영하거나 출결과 봉사를 함께 반영하는 대학이 있다. </font></div><div><font size="3"><br></font></div><div><font size="3">예컨대 <b>중앙대</b>는 논술 60%에 학생부 교과성적 30%, 비교과 출결 10%를 적용해 선발한다.  <b>경희대</b>는 논술 70%에 교과성적 21%, 비교과 출결과 봉사 9%를 반영한다. </font></div><div><font size="3"><br></font></div><div><font size="3">반면 <b>한양대</b>는 논술 90%와 학생부 종합평가 10%로 선발한다. 생기부에 기록돼 있는 출결, 봉사활동 등을 참고해 학생의 학교생활성실도 중심으로 종합평가한다는 데서 타 대학과 다르다. </font></div><div><font size="3"><br></font></div><div><font size="3"><b>■ 2023 논술전형 실시 대학별 학생부 비교과 전형요소 및 반영비율 비교  </b></font></div><div><font size="3"><b><br></b></font></div><div><img 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" alt=""></div><div><br></div><div><font size="2"><br></font></div><div><font size="2"><br></font></div><div><font size="2">[출처 : 박지향 기자]</font></div><div><br></div>