학평 풀서비스

<div><img src="http://cdn.edujin.co.kr/news/photo/202302/41419_83971_1036.jpg" border="0" style="font-size: 10pt;"></div><div><font size="3"><br></font></div><div><font size="3">2024학년도 4년제 대학 전체 모집인원은 344,296명으로 전년보다 4,828명 감소한다. 선발인원 감소는 수시(-410명)에 비해 정시(-4,418명)에서 크게 일어나는데 모든 대학, 지역에서 동일한 모습을 보이는 것은 아니다.&nbsp; &nbsp;&nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">2024학년도 대입 선발인원 변화에 대해 알아보고, 신설되는 전형을 확인하며 2024학년도 대입 선발에 대해 알아보자.&nbsp;&nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3"><b style="background-color: rgb(199, 226, 254);">수도권 지역 대학, 전체 선발인원 증가!</b></font></div><div><font size="3">올해 대입 선발인원은 전체적으로 감소하지만 수도권과 비수도권으로 나누어서 살펴보면 다른 모습을 보인다. 비수도권 지역의 선발인원은 수시에서 446명, 정시에서 4,907명 줄어드는데, 수도권 대학의 선발인원은 수시와 정시 각 36명과 489명씩 증가한다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">수도권 대학에서는 정시 수능전형 593명, 실기·실적전형 592명, 논술전형 340명 순으로 선발인원이 많이 늘어나고 수시 교과전형(-536명), 학종(-520)명은 선발인원이 줄어든다. 이 중 논술전형의 경우 대학별 모집인원은 감소 추세지만 동덕여대, 삼육대, 한신대가 논술전형을 신설하며 선발인원이 늘었다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">비수도권 지역의 경우 정시 선발인원이 대폭 줄었는데, 학생 충원의 안정성을 가지기 위한 전략적인 선택으로 보인다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">다만 학생들이 수도권 대학에 더 높은 선호도를 가지고 있어서 수시에서 정시로 이월되는 선발인원이 많고 또, 올해 수도권 대학의 선발인원이 늘어나는 반면 수험생 수는 전년에 비해 줄어들 것으로 보이기 때문에 대학에 따라 미충원 문제는 심각할 수 있다.&nbsp;&nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3"><b>■ 2023·2024 지역별 대학 선발인원 비교&nbsp; &nbsp;</b></font></div><div><font size="3"><br></font></div><div><img 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" alt=""></div><div><font size="3"><br></font></div><div><font size="3"><b style="background-color: rgb(199, 226, 254);">수도권 대학 지균, 지방대학 지역인재 모집인원 증가&nbsp;</b></font></div><div><font size="3">수도권 대학이 실시하는 지역균형전형과 지방대학이 실시하는 지역인재전형 모두 선발인원이 늘어난다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">지균과 지역인재는 유사한 명칭으로 학생들의 오해를 살 수 있는 전형인데 먼저 지역인재는 대학이 소재한 지역의 학생들만 지원가능한 전형으로 학생부교과, 학생부종합 전형 등 다양한 전형으로 선발이 가능하다. 올해 지역인재 선발대학은 103개교로 전년대비 10개교 증가했고 모집인원은 2,581명 증가한다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">이는 지방대 육성법 시행령 개정으로 의·치·한의·약학·간호계열 의무 선발비율이 상승함에 영향을 받은 것으로 보인다. 의·치·한의·약학계열은 모집정원의 20%~40%를, 간호계열은 15%~30%를 지역인재로 선발해야 한다.&nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">올해 지균 선발인원은 총 1만 3,785명으로 전년대비 2,997명이 늘어난다. 지균은 수도권 대학이 선발하는 전형으로 출신 지역에 상관없이 학생들이 지원할 수 있는 교과전형의 일종이다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">다만 대체로 소속 학교장의 추천이 필요하기 때문에 지원 전에 학교와 상의하고 지원할 필요가 있다. 지난해까지 일반 교과전형으로 선발하던 동덕여대, 삼육대, 한성대 등의 대학이 학교장의 추천이 필요한 교과전형(지균)을 도입한다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3"><b>■ 지방대학 의약계열 지역인재 학생 최소 입학 비율&nbsp;&nbsp;</b></font></div><div><font size="3"><br></font></div><div><img 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" alt=""></div><div><font size="3"><br></font></div><div><font size="3"><b style="background-color: rgb(199, 226, 254);">고려대 정시 교과우수, 성균관대 과학인재, 단국대 학종 면접형 신설&nbsp;</b></font></div><div><font size="3"><b>고려대는 정시에 학생부교과 성적을 반영하는 교과우수전형을 신설</b>해 427명의 학생을 선발한다. 수능 성적 80%와 교과 성적 20%를 합해 학생을 선발하는데 서울대와 같이 학생부의 세부능력 특기사항 등을 함께 평가하는 것이 아니라 교과 성적만을 평가 대상으로 삼는다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">1등급에 100점 2등급에 98점을 부여해 1, 2등급 사이의 반영 점수 차이는 크지 않은 편이다. 하지만 3등급 94점, 4등급 86점 등으로 등급이 하락할수록 감점 폭이 커지기 때문에 교과 평가의 영향력은 작지 않다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">다만, 정시 모든 전형에 학생부교과 성적을 반영하는 것이 아니라 수능 일반전형으로도 1,067명을 선발한다. 따라서 교과 성적이 낮은 학생들의 지원은 일반전형으로 몰리게 될 것이므로 경쟁률이나 실제 입시결과는 일반전형에 비해 낮게 형성될 것으로 보인다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3"><b>성균관대</b>는 올해 <b>수시에서 학종 과학인재전형을 신설</b>해 공학계열과 자연과학계열 모집단위에서 일부 인원을 모집한다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">1단계에서 서류로 7배수의 학생을 선발하고, 1단계 통과학생을 대상으로 면접을 치러 서류평가 70%, 면접평가 30%를 반영하여 최종 선발한다. 그 동안 성균관대 학종은 서류평가로만 선발을 해왔고 서강대, 이화여대, 한양대 등의 대학이 학생부종합전형을 서류로만 평가하기 때문에 많은 학생들의 관심이 집중될 수 있을 것으로 보인다.&nbsp; &nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">또, <b>단국대</b> 역시 <b>면접고사를 도입한 DKU인재 면접형을 신설</b>한다. 이와 반대로 학생부종합 서류형을 신설하는 대학도 있다. <b>충남대</b>는 정시 선발인원을 30% 줄이면서 학생부종합 I(서류전형)을 신설하며 320명의 학생을 선발한다. <b>강원대</b> 역시 미래인재 I 전형을 신설하며 면접 없이 학생부만으로 학생 선발한다.&nbsp;</font></div><div><font size="3"><br></font></div><div><font size="3">진학사 입시전략연구소 우연철 소장은 “올해 수도권 대학의 정시 선발인원이 늘어나고 주요대학들의 경우 모집정원의 40%를 선발하는데, 수능 위주의 정시는 졸업생들이 강점을 가지고 있으므로 재학생들은 수시 전형에 대한 대비를 게을리하지 말자.”라고 말했다.&nbsp;&nbsp;</font></div><div><font size="3"><br></font></div><div><font size="2"><br></font></div><div><font size="2"><br></font></div><div><font size="2">[출처 : 이지훈 기자]</font></div>