2026년 7월 5주차, 서울가락시장에서 거래된 근채류 여름무 특 등급 20kg 포장단위의 시세 분석 정보입니다.
![근채류 > 무 > 여름무[특] (20kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0-UxUjEjezIAl60rTHF40sUQC6PQ9_7nFoMCTw6QqQMZ6NumUB2x2meixOsAvPFbt1BrQl2bcVWTfjIJhLcea2GOOIhnqcHBva0lSsZpHB43YRasZ_znpm8Pn3OUhxU5A1xlYSg8ykmzDW7Qewc5OnWmOgQD6GTNk5iNfH6QmGsXJv_cWdfC1DOh9Uo8/s1600-rw/1101.png)
최근 서울가락시장에서 거래된 여름무(특 등급, 20kg)는 공급량의 급격한 변화에 따라 가격이 널뛰는 불안정한 흐름을 보이고 있습니다. 반입량이 일시적으로 몰리는 시기에는 3천 원대까지 급락했다가, 공급이 안정되면 다시 9천 원을 돌파하는 등 변동성이 매우 높습니다. 이번 분석을 통해 최근 거래 추이를 살펴보고 합리적인 매입 및 출하 타이밍을 제안해 드립니다.
![근채류 > 무 > 여름무[특] (20kg) 추세 그래프](data:image/png;base64,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)
위 그래프는 최근 서울가락시장에서 거래된 여름무의 일자별 거래량과 평균 시세의 변화를 보여줍니다. 일평균 가격 상승폭은 약 -75.92원으로 전반적인 흐름은 미세한 약보합세를 띠고 있으나, 가격 결정 여건의 일관성을 뜻하는 결정계수(R²)가 4.11%로 매우 낮아 일자별 공급량에 따른 불규칙한 요동이 심한 상태입니다.

![근채류 > 무 > 여름무[특] (20kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0-UxUjEjezIAl60rTHF40sUQC6PQ9_7nFoMCTw6QqQMZ6NumUB2x2meixOsAvPFbt1BrQl2bcVWTfjIJhLcea2GOOIhnqcHBva0lSsZpHB43YRasZ_znpm8Pn3OUhxU5A1xlYSg8ykmzDW7Qewc5OnWmOgQD6GTNk5iNfH6QmGsXJv_cWdfC1DOh9Uo8/s1600-rw/1101.png)
근채류 > 무 > 여름무[특] (20kg)
최근 서울가락시장에서 거래된 여름무(특 등급, 20kg)는 공급량의 급격한 변화에 따라 가격이 널뛰는 불안정한 흐름을 보이고 있습니다. 반입량이 일시적으로 몰리는 시기에는 3천 원대까지 급락했다가, 공급이 안정되면 다시 9천 원을 돌파하는 등 변동성이 매우 높습니다. 이번 분석을 통해 최근 거래 추이를 살펴보고 합리적인 매입 및 출하 타이밍을 제안해 드립니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-07-31 | 5,157 | 10,729 | 8,454 | - | 1년전 |
| 2026-07-11 | 8,400 | 8,900 | 8,600 | 10,300 | |
| 2026-07-13 | 5,800 | 8,100 | 6,940 | 30,640 | |
| 2026-07-14 | 6,200 | 6,900 | 6,633 | 19,440 | |
| 2026-07-15 | 6,800 | 13,000 | 9,275 | 47,020 | |
| 2026-07-16 | 7,100 | 12,500 | 10,400 | 41,020 | 최고 |
| 2026-07-17 | 4,000 | 11,500 | 8,800 | 27,540 | |
| 2026-07-18 | 2,000 | 9,800 | 3,678 | 58,340 | 최저 |
| 2026-07-20 | 4,400 | 9,500 | 8,321 | 51,653 | |
| 2026-07-21 | 1,000 | 9,800 | 4,396 | 55,072 | |
| 2026-07-22 | 200 | 9,600 | 5,599 | 55,145 | |
| 2026-07-23 | 1,500 | 9,900 | 5,830 | 42,500 | |
| 2026-07-24 | 700 | 9,800 | 5,461 | 36,805 | |
| 2026-07-25 | 2,500 | 10,300 | 4,314 | 80,380 | |
| 2026-07-27 | 2,000 | 10,200 | 5,834 | 110,795 | |
| 2026-07-28 | 700 | 9,200 | 4,881 | 96,755 | |
| 2026-07-29 | 3,800 | 9,800 | 7,582 | 49,863 | |
| 2026-07-30 | 2,200 | 11,500 | 8,467 | 56,163 | |
| 2026-07-31 | 5,500 | 13,800 | 9,151 | 77,115 | 최근 |
근채류 > 무 > 여름무[특] (20kg) 상세 데이터
2. 추세 그래프 분석
근채류 > 무 > 여름무[특] (20kg) 추세 그래프
• 일 평균 상승폭: -75.92원
• 그래프 신뢰도(R²): 4.11% (18건)
• 시세 변동 지수: 22.3%
위 그래프는 최근 서울가락시장에서 거래된 여름무의 일자별 거래량과 평균 시세의 변화를 보여줍니다. 일평균 가격 상승폭은 약 -75.92원으로 전반적인 흐름은 미세한 약보합세를 띠고 있으나, 가격 결정 여건의 일관성을 뜻하는 결정계수(R²)가 4.11%로 매우 낮아 일자별 공급량에 따른 불규칙한 요동이 심한 상태입니다.
3. 가격 변동 추세 및 흐름 분석
최근 여름무 시장은 시세 변동 지수가 22.3%에 달할 정도로 하루하루의 가격 변화가 매우 극심하게 나타나고 있습니다. 7월 중순인 16일에는 반입량이 41,020kg으로 억제되면서 최고가인 10,400원을 기록했으나, 이틀 뒤인 18일에는 반입량이 58,340kg으로 증가하자 가격이 3,678원까지 무려 60% 이상 폭락하는 현상이 발생했습니다. 7월 하순으로 접어들면서 27일에는 무려 110,795kg이라는 기록적인 물량이 쏟아져 나와 5,834원의 낮은 시세를 형성했습니다. 하지만 월말인 31일에는 77,115kg의 많은 물량이 유지되었음에도 불구하고 수요 집중으로 인해 시세가 9,151원까지 급등하는 등 예측하기 어려운 패턴을 보이고 있습니다.4. 향후 시장 동향 예측
여름무는 고온다습한 기후 영향으로 산지 수확 여건과 보관 상태에 따라 반입량 편차가 매우 크게 발생합니다. 신뢰도가 낮은 추세선(R²=4.11%)이 의미하듯, 향후 가격 역시 일정한 방향성을 유지하기보다는 날씨와 산지 작업량에 따라 급변할 가능성이 큽니다. 본격적인 무더위와 휴가철이 겹치면서 산지 작업량이 줄어들 경우 공급 부족으로 인해 시세가 다시 9,000원대 중반에서 10,000원 선까지 상승할 수 있으며, 반대로 산지 출하가 동시에 몰릴 때는 일시적으로 5,000원 이하로 내려앉는 양극화 현상이 지속될 것으로 전망됩니다.5. 매입/매출 시기 조절 및 팁
구매자(중도매인, 식자재 유통업체 등) 분들은 가락시장 전체 반입량이 8만 kg을 초과하는 날을 집중 공략하는 것이 좋습니다. 최근 데이터에 따르면 공급량이 급증하는 날에는 시세가 4,000원~5,000원대까지 조정되므로, 이 시기에 필요한 물량을 집중 매입하는 것이 단가를 낮추는 지름길입니다. 반면 출하자(농가 및 산지 수집상) 분들은 출하 물량이 일시적으로 과도하게 몰리는 월요일 장을 피하고, 주 중반 이후 시장 반입 예정 물량을 모니터링하여 물량을 분산 출하해야만 3,000원대의 폭락 장세를 피하고 제값을 받을 수 있습니다.
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