2026년 8월 2주차 서울가락시장에서 거래된 저장무 특등급 20kg 포장 단위의 최근 시세 흐름과 가격 변동 추이를 정밀하게 분석해 드립니다.
![근채류 > 무 > 저장무[특] (20kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0-UxUjEjezIAl60rTHF40sUQC6PQ9_7nFoMCTw6QqQMZ6NumUB2x2meixOsAvPFbt1BrQl2bcVWTfjIJhLcea2GOOIhnqcHBva0lSsZpHB43YRasZ_znpm8Pn3OUhxU5A1xlYSg8ykmzDW7Qewc5OnWmOgQD6GTNk5iNfH6QmGsXJv_cWdfC1DOh9Uo8/s1600-rw/1101.png)
최근 서울가락시장의 저장무(특, 20kg) 시세는 7월 하순에 5,000원 대까지 떨어지며 최저점을 기록했으나, 8월 들어 반입량 증가와 함께 가격이 16,000원 선을 돌파하는 급격한 반전 흐름을 보이고 있습니다. 약 10.2%의 높은 변동성을 기록 중인 현 상황에서 합리적인 유통 및 매매 타이밍을 잡기 위한 핵심 분석을 전해드립니다.
![근채류 > 무 > 저장무[특] (20kg) 추세 그래프](data:image/png;base64,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)
위 추세 그래프를 살펴보면 7월 하순에 최저점을 찍은 이후, 8월 초순부터 가파른 경사를 그리며 우상향하는 강한 반등 흐름이 시각적으로 명확히 나타나고 있습니다.

![근채류 > 무 > 저장무[특] (20kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0-UxUjEjezIAl60rTHF40sUQC6PQ9_7nFoMCTw6QqQMZ6NumUB2x2meixOsAvPFbt1BrQl2bcVWTfjIJhLcea2GOOIhnqcHBva0lSsZpHB43YRasZ_znpm8Pn3OUhxU5A1xlYSg8ykmzDW7Qewc5OnWmOgQD6GTNk5iNfH6QmGsXJv_cWdfC1DOh9Uo8/s1600-rw/1101.png)
근채류 > 무 > 저장무[특] (20kg)
최근 서울가락시장의 저장무(특, 20kg) 시세는 7월 하순에 5,000원 대까지 떨어지며 최저점을 기록했으나, 8월 들어 반입량 증가와 함께 가격이 16,000원 선을 돌파하는 급격한 반전 흐름을 보이고 있습니다. 약 10.2%의 높은 변동성을 기록 중인 현 상황에서 합리적인 유통 및 매매 타이밍을 잡기 위한 핵심 분석을 전해드립니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-08-15 | 10,200 | 10,750 | 10,410 | - | 1년전 |
| 2026-07-07 | 13,500 | 14,100 | 13,800 | 6,680 | |
| 2026-07-10 | 15,300 | 15,500 | 15,460 | 11,680 | |
| 2026-07-11 | 13,800 | 14,200 | 14,100 | 5,840 | |
| 2026-07-13 | 11,200 | 11,200 | 11,200 | 7,500 | |
| 2026-07-14 | 9,400 | 10,500 | 9,883 | 3,350 | |
| 2026-07-16 | 10,600 | 11,000 | 10,867 | 6,680 | |
| 2026-07-17 | 6,300 | 11,000 | 8,960 | 11,680 | |
| 2026-07-20 | 10,500 | 11,000 | 10,650 | 3,340 | |
| 2026-07-21 | 7,100 | 8,100 | 7,400 | 11,680 | |
| 2026-07-22 | 5,000 | 5,000 | 5,000 | 0 | 최저 |
| 2026-07-23 | 4,200 | 5,500 | 5,033 | 5,860 | |
| 2026-07-24 | 9,200 | 10,000 | 9,725 | 5,840 | |
| 2026-07-28 | 5,600 | 6,000 | 5,760 | 11,680 | |
| 2026-07-29 | 6,500 | 6,900 | 6,675 | 5,960 | |
| 2026-08-04 | 6,300 | 12,300 | 9,943 | 61,180 | |
| 2026-08-05 | 4,000 | 11,000 | 6,415 | 21,630 | |
| 2026-08-06 | 9,200 | 12,800 | 10,989 | 30,900 | |
| 2026-08-07 | 8,700 | 14,600 | 12,358 | 36,720 | |
| 2026-08-08 | 11,000 | 16,900 | 13,975 | 47,900 | |
| 2026-08-10 | 6,000 | 15,600 | 12,199 | 29,167 | |
| 2026-08-11 | 8,100 | 17,100 | 13,971 | 42,150 | |
| 2026-08-12 | 9,300 | 16,000 | 14,370 | 39,600 | |
| 2026-08-13 | 10,700 | 13,200 | 11,726 | 31,160 | |
| 2026-08-14 | 11,000 | 16,200 | 14,065 | 33,560 | |
| 2026-08-15 | 14,400 | 18,900 | 16,226 | 21,707 | 최근 |
근채류 > 무 > 저장무[특] (20kg) 상세 데이터
2. 추세 그래프
근채류 > 무 > 저장무[특] (20kg) 추세 그래프
• 일 평균 상승폭: 95.84원
• 그래프 신뢰도(R²): 4.48% (25건)
• 시세 변동 지수: 10.2%
위 추세 그래프를 살펴보면 7월 하순에 최저점을 찍은 이후, 8월 초순부터 가파른 경사를 그리며 우상향하는 강한 반등 흐름이 시각적으로 명확히 나타나고 있습니다.
3. 가격 변동 추세 및 흐름 분석
최근 저장무 시장은 예측하기 힘든 가파른 롤러코스터 장세를 보였습니다. 7월 중하순에는 거래 물량도 적었을 뿐만 아니라, 7월 22일에는 평균 시세가 5,000원까지 하락하며 바닥을 쳤습니다. 당시에는 시장 공급과 수요가 모두 침체되어 극심한 약세를 면치 못했습니다. 그러나 8월에 진입하면서 시장 분위기는 완전히 반전되었습니다. 일반적으로 공급 물량이 크게 늘어나면 가격이 하락하는 것이 보통이지만, 이번 저장무의 경우 8월 들어 하루 반입량이 3만에서 6만kg 수준으로 급증했음에도 불구하고 가격은 오히려 14,000원 내외를 거쳐 최고 16,226원(8월 15일)까지 치솟았습니다. 이는 휴가철 및 계절적 요인으로 인해 고품질 저장무에 대한 대량 소비 수요가 급격히 유입되었기 때문으로 풀이됩니다. 현재 일평균 상승폭은 95.84원으로 꾸준히 오르는 모양새지만, 가격 변동 지수가 10.2%로 다소 높은 편이고 그래프 신뢰도(R²)가 4.48%로 매우 낮게 나타나 시장의 가격 결정이 매일 불안정하게 요동치고 있음을 보여줍니다.4. 향후 시장 동향 예측
현재 저장무 시세는 단기적인 최고점 영역에 도달한 것으로 판단됩니다. 8월 중순 이후에도 현재와 같은 하루 3만~4만kg 내외의 풍부한 물량이 계속해서 가락시장으로 유입된다면, 추가적인 급등보다는 서서히 가격이 하향 안정화되거나 특정 범위 내에서 숨고르기를 하는 보합세로 접어들 가능성이 높습니다. 특히 16,000원 대의 높은 가격은 소매업자와 소비자에게 부담으로 작용할 수 있으므로, 단기적으로 수요가 다소 둔화되면서 일시적인 가격 조정이 발생할 수 있음을 염두에 두어야 합니다.5. 매입 및 매출 시기 조절 팁
구매자(매입) 관점에서는 현재 가격이 최근 한 달 중 가장 높은 수준이므로, 한꺼번에 많은 물량을 확보하기보다는 일일 소요량 위주로 분할 매수하는 것을 추천합니다. 특히 주중 물량이 일시적으로 몰려 가격이 미세하게 꺾이는 요일을 공략하는 것이 비용을 절감하는 방법입니다. 판매자(출하) 관점에서는 현재 형성된 14,000원~16,000원 선의 가격이 매우 매력적인 고단가 영역입니다. 상품성이 우수한 저장무는 출하를 미루지 말고 적극적으로 시장에 내놓아 현재의 고시세를 확보하는 것이 유리합니다. 다만 시장 변동성이 큰 만큼, 하루에 모든 물량을 쏟아내기보다는 며칠에 걸쳐 분산 출하함으로써 가격 하락 리스크를 방어하는 전략이 필요합니다.
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