데이터로 보는 2024년 아파트 실거래가 디아파트(The APT)입니다.
인천광역시 남동구 만수동에 위치한 영종 아파트입니다.
- 건축년도는
1989년
이며 2024년 03월 30일
기준 36년차
의 재건축연한 도래
아파트로
총 NA세대
로 이루어져 있습니다.
- 작년 3월 이후 최근 1년간 거래량은 4건으로, 전체 세대수 대비 약 NA 거래회전율을 보였습니다.
- 이전 1년(2022.03~2023.02) 회전율 NA 대비 (거래 증감 확인 중)한 수치입니다.
- 이는 인천광역시내 아파트 중 백분율로 보면 ****, 남동구에서는 상위 ****에 해당하는 수준이니 참고 바랍니다.
※ 리포트는 공공데이터를 이용한 시스템을 통해 자동생성되며, 새로 확인되는 정보는 본 포스트의 수정을 통해 수시로 업데이트됩니다.
베타 서비스 중 오류가 있을 수 있으니 반드시 실제 데이터를 확인해주세요. 사실과 다른 정보는 댓글로 제보해주시면 바로잡겠습니다.
“만수 영종 아파트” 매매가격/실거래가 분석 정보
단지 기본 정보입니다.
[주의] 거래량이 매우 적은 아파트입니다. 차트를 그리기 위한 정보가 부족할 수 있습니다.
※ 현재 관련 정보를 매칭 중입니다.
① 면적대별 평균가(단위 : 억 원)
연도\면적
|
45
|
50
|
55
|
2024
|
.
|
.
|
1.6억
|
2023
|
1.25억
|
.
|
.
|
2022
|
1.06억
|
.
|
.
|
2021
|
1.15억
|
1.13억
|
.
|
2020
|
0.91억
|
.
|
1.2억
|
2019
|
0.92억
|
.
|
1.18억
|
2018
|
0.94억
|
0.97억
|
1.27억
|
2017
|
0.88억
|
.
|
1.17억
|
2016
|
0.78억
|
0.9억
|
1.12억
|
2015
|
0.75억
|
.
|
0.97억
|
2014
|
0.79억
|
0.91억
|
1억
|
2013
|
0.78억
|
.
|
0.8억
|
2012
|
0.75억
|
.
|
.
|
2011
|
0.82억
|
.
|
1.07억
|
2010
|
.
|
.
|
1.19억
|
2008
|
0.9억
|
.
|
0.95억
|
2007
|
0.77억
|
.
|
0.73억
|
2006
|
0.51억
|
0.58억
|
0.64억
|
② 실거래가 데이터 전체 요약(평균/중위값) 일람
|
전용면적(㎡)
|
date
|
price
|
|
Min. :43.32
|
Min. :2006-03-24
|
Min. : 4000
|
|
1st Qu.:43.32
|
1st Qu.:2011-02-25
|
1st Qu.: 7700
|
|
Median :43.32
|
Median :2016-02-20
|
Median : 9000
|
|
Mean :46.96
|
Mean :2015-04-11
|
Mean : 9407
|
|
3rd Qu.:53.96
|
3rd Qu.:2020-02-06
|
3rd Qu.:11000
|
|
Max. :54.35
|
Max. :2024-03-21
|
Max. :16000
|
평형별 최고가 기록입니다.
- 모든 날짜는 국토부에 실거래 신고된
계약일자
기준입니다.
- 전용면적이 소수점 차이로 세분화된 경우가 있어 약 2평씩 한 그룹으로 묶었습니다.
이어지는 차트는 모두 이러한 올림 구간
면적을 기준으로 합니다.
- 예시1) 국민주택 규모/30평대: 81, 82.9, 84.5 ☞ 85
- 예시2) 20평대: 56.84, 59.1, 59.98 ☞ 60
③ 5㎡ 단위로 구분한 면적별 최고가 및 해당 일자
전용면적(㎡)
|
매매가
|
계약일
|
층수
|
45
|
1.35억
|
2021-09-28
|
5
|
50
|
1.2억
|
2021-04-30
|
1
|
1.2억
|
2021-11-16
|
5
|
55
|
1.6억
|
2024-03-21
|
2
|
가격 예상(회귀분석)
총 거래건 일람 및 영종 아파트의 실거래가격 변화 그래프입니다.
각 평형대별 최고가는 컬러 라벨로 표시했으며, 붉은색 숫자는 기존 추세를 고려했을 때 거래 가능성 있는 금액대입니다.
최근 급등한 경우 직전 매매가 영향으로 다소 낮게 계산될 수 있습니다.
아파트 가격에 큰 영향을 미치는 정책요소나 경제지표를 일절 고려치 않고 회귀식으로 도출한 숫자이므로 참고용으로만 활용 바랍니다.
- 활용 예
- 최근 호가 및 매물이 없을 경우
- 실거래가 등재가 늦는 경우 예상치
- 비슷한 시기임에도 금액 차이가 큰 1층은 가중치를 적용하여 계산에 활용했습니다.
※ 현재 분석에 필요한 정보를 추가 확보 중입니다.
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)
가격변동 추세 및 흐름도
한눈에 알아보는 월별 평균가격 변화 그래프입니다.
전용면적별 거래 기록을 점으로 나타내 과거의 추세를 알 수 있으나 새로운 인사이트는 얻기 어렵다는 한계가 있습니다.
- 각 월별로 거래된 금액의 평균값을 하나의 선 그래프(line chart)로 시각화했습니다.
- 하단에 이어지는 거래량 막대차트(bar chart)와 함께 비교해보는 것이 좋습니다.
면적별 구분
확대 차트(최근 5년 한정, 위 차트 사각형 부분)
면적별 거래량 추세
월별 거래량 흐름의 최근 5개년 확대 차트입니다.
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)
(Updated : Sat Mar 30 22:10:39 2024)
추가 정보
데이터 확보 중입니다.
□ 주변 단지 모아보기
만수 영종 아파트 가 위치한 남동구 근방 1km 범위 내에 총 42 개 아파트 단지가 있습니다.
이 중 가장 가까운 TOP 42 아파트 링크입니다.
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230m - 신화(1983) / 인천광역시 남동구 만경로8번길 41 (만수동,신화아파트)️
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289m - 고운웰리움(2006) / 인천광역시 남동구 구월말로103번길 18-4 (만수동,고운웰리움)️
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328m - 인평스페스힐햇님마을(2005) / 인천광역시 남동구 만수로27번길 15 (만수동,인평스페스힐햇님마을아파트)️
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335m - 만수주공1단지(1985) / 인천광역시 남동구 만수로 14-25 (만수동,만수주공아파트)️
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350m - 향촌휴먼시아2단지(2012) / 인천광역시 남동구 만수서로 36 (만수동,향촌휴먼시아2단지)️
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365m - 현광(1988) / 인천광역시 남동구 구월남로327번길 62-11 (만수동,현광아파트)️
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398m - 삼용(1988) / 인천광역시 남동구 백범로227번길 69 (만수동,삼용아파트)️
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427m - 이성(1986) / 인천광역시 남동구 백범로226번길 10 (만수동,이성아파트)️
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539m - 효성상아(1985) / 인천광역시 남동구 백범로227번길 76 (만수동,효성아파트)️
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548m - 만수주공2단지(1987) / 인천광역시 남동구 백범로124번길 43 (만수동,만수주공아파트)️
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550m - 금원(1985)️
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559m - 동남(1984)️
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568m - 신한(923-1)(1988)️
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571m - 현광5차(다동)(1987)️
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598m - 신세계(1980)️
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613m - (구)현광(1984)️
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622m - 영풍(849)(1998)️
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623m - 산호(844-125)(2004)️
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658m - 센트럴시티그랑베르(2021)️
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669m - 뷰그리안(2022)️
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675m - 영풍(848)(1997)️
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686m - 원경(1989)️
-
713m - 대성유니드별빛마을(2006)️
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728m - 삼일(1985)️
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743m - 포레시안(2011)️
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754m - 만수주공6단지(1986)️
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763m - 만수주공3단지(1986)️
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808m - 만수주공4단지(1987)️
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819m - 태화101동,102동,103동,105동(1994)️
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858m - 벽산(2000)️
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863m - 한국공영(1983)️
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865m - 삼성(1984)️
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866m - 하우스토리만수(2020)️
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904m - 태화상가(1994)️
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911m - 드림랜드프라자(1995)️
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912m - 만수주공5단지(1987)️
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931m - 대동(5-328)(1987)️
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936m - 신한(6-21)(1991)️
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956m - 벽산(1989)️
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973m - 두진(1994)️
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995m - 성신(5-373외)(1984)️
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995m - 성신(5-373외)(1985)️
요약 리포트
데이터 기반 영종 아파트
의 면적대별 예상가격은
최근 거래가 드물어 추가 정보 수집 후 산출 예정입니다.
- 전용면적 기준 5㎡ 구간1)으로 나누면 크게 3가지 평형대(~45, ~50, ~55)가 있으며
수요가 가장 많은 국민주택규모의 최고가 거래는 각각
20평형대 (층, 만 원),
국민평형인 30평형대는 (층, 만 원)에 기록했습니다.
- 1) 흔히 사용하는 ’평’단위로 보면 공급면적 2평(6.6㎡)에 전용률(70~80%)을 곱해 5㎡로 평형대를 구분했습니다.
- 계산식 : 6.6 × 76% ≒ 5.016㎡
- 가장 최근 2024-03-21의 거래가 가장 높았던 신고가기록 단지였습니다.(전용 55제곱미터, 1.6억 원)
새로운 매매 정보가 입수되면 최신 실거래를 기반으로 업데이트 됩니다.
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