2026년 9월 2주차 서울가락시장 수미 감자 특등급 20kg 포장단위 시세 분석 정보입니다.
![서류 > 감자 > 수미[특] (20kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrO4JVwhh1EvdpyJEW-4tAMHG1Tktle8Y-nhDUT9bq4VmG7B65t5ss_dG7nftNJwC8sATHTJy0QQU4gCZuzPnmnj8Pa584JY1ZLMbYmxs0f0982rJfdHX8ko4zjgIPZU2_IGq1oRBI3gMV7OYHMLwGTZdn2BJpQP2Nu5NS4w97S7pnJHdddR4_cBQL3X0/s1600-rw/0501.png)
최근 서울가락시장의 수미 감자 특등급 시세는 일일 반입량의 변화에 따라 가격이 크게 요동치는 변동성 장세를 보여주고 있습니다. 특히 공급량이 일시적으로 급증하는 시기에는 가격이 최저점까지 하락하는 흐름이 관측되므로, 체계적인 물량 예측과 타이밍 선점이 필수적입니다. 이번 분석을 통해 최근 3개월간의 시세 흐름을 파악하고 최적의 거래 적기를 포착해 보시기 바랍니다.
![서류 > 감자 > 수미[특] (20kg) 추세 그래프](data:image/png;base64,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)
최근 수미 감자의 일일 가격 변동은 매우 역동적이지만, 장기적인 추세선은 특정 방향으로 치우치지 않고 일정 범위 내에서 보합세를 유지하고 있습니다.
그러나 시세 변동 지수가 13.7%에 달할 정도로 단기적인 등락 폭은 매우 가파릅니다. 가장 두드러지는 특징은 시장 물량과 가격의 강한 역상관관계입니다. 예컨대 6월 말에서 7월 초 사이에 일 공급량이 20,000kg에서 최대 35,000kg 이상으로 급증했을 때, 평균 시세는 14,000원 대까지 급락했습니다. 반면 반입량이 10,000kg 미만으로 떨어지는 시기에는 가격이 즉각 반응하며 23,000원 선을 쉽게 회복하는 흐름을 보였습니다.
단기적으로는 현재의 가격대에서 큰 이탈 없이 매물이 소화될 것으로 보이지만, 기상 여건 변화나 산지 출하량 일시 감소 등으로 인해 하루 반입량이 10,000kg 이하로 줄어들 경우 순식간에 25,000원 선을 돌파할 가능성이 높습니다. 반대로 일일 반입량이 다시 25,000kg을 초과하는 과공급 상태가 되면 18,000원 이하로 빠르게 조정받을 수 있어 일일 반입 동향을 상시 모니터링해야 합니다.
반면 판매자(출하 주체) 입장에서는 공급 과잉으로 인한 가격 폭락 시기를 철저히 피해야 합니다. 가락시장 일일 반입량이 10,000kg 미만으로 떨어져 공급 부족 현상이 발생할 때 출하량을 늘리면, 23,000원 이상의 고가 낙찰을 기대할 수 있습니다. 시장의 높은 변동성을 역이용하여 공급 공백기를 노리는 전략적 출하가 수익을 극대화하는 열쇠입니다.

![서류 > 감자 > 수미[특] (20kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrO4JVwhh1EvdpyJEW-4tAMHG1Tktle8Y-nhDUT9bq4VmG7B65t5ss_dG7nftNJwC8sATHTJy0QQU4gCZuzPnmnj8Pa584JY1ZLMbYmxs0f0982rJfdHX8ko4zjgIPZU2_IGq1oRBI3gMV7OYHMLwGTZdn2BJpQP2Nu5NS4w97S7pnJHdddR4_cBQL3X0/s1600-rw/0501.png)
서류 > 감자 > 수미[특] (20kg)
최근 서울가락시장의 수미 감자 특등급 시세는 일일 반입량의 변화에 따라 가격이 크게 요동치는 변동성 장세를 보여주고 있습니다. 특히 공급량이 일시적으로 급증하는 시기에는 가격이 최저점까지 하락하는 흐름이 관측되므로, 체계적인 물량 예측과 타이밍 선점이 필수적입니다. 이번 분석을 통해 최근 3개월간의 시세 흐름을 파악하고 최적의 거래 적기를 포착해 보시기 바랍니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-09-08 | 13,917 | 35,942 | 27,413 | - | 1년전 |
| 2026-06-11 | 14,500 | 26,000 | 22,250 | 5,960 | |
| 2026-06-24 | 7,500 | 31,500 | 19,818 | 13,380 | |
| 2026-07-01 | 4,000 | 22,500 | 14,600 | 20,720 | 최저 |
| 2026-07-07 | 8,000 | 35,000 | 22,061 | 12,443 | |
| 2026-07-20 | 10,500 | 33,000 | 23,200 | 29,654 | |
| 2026-08-03 | 6,000 | 38,000 | 20,761 | 28,163 | |
| 2026-08-11 | 11,000 | 38,000 | 26,497 | 13,626 | 최고 |
| 2026-08-14 | 5,000 | 37,500 | 23,264 | 14,963 | |
| 2026-08-27 | 6,500 | 33,000 | 21,355 | 11,483 | |
| 2026-09-08 | 13,000 | 36,000 | 23,756 | 22,207 | 최근 |
서류 > 감자 > 수미[특] (20kg) 상세 데이터
2. 추세 그래프 분석
서류 > 감자 > 수미[특] (20kg) 추세 그래프
• 일 평균 상승폭: -0.70원
• 그래프 신뢰도(R²): 0.00% (74건)
• 시세 변동 지수: 13.7%
최근 수미 감자의 일일 가격 변동은 매우 역동적이지만, 장기적인 추세선은 특정 방향으로 치우치지 않고 일정 범위 내에서 보합세를 유지하고 있습니다.
3. 가격 변동 추세 및 흐름 분석
최근 약 3개월 동안의 거래 추이를 살펴보면, 수미 감자의 일 평균 상승폭은 -0.70원으로 전체적인 가격 흐름은 수평에 가까운 보합세를 유지하고 있습니다. 통계적 추세의 신뢰도를 나타내는 결정계수(R²) 역시 0.00%로 나타나, 일방적인 상승이나 하락 추세보다는 박스권 안에서 움직이는 양상을 보입니다.그러나 시세 변동 지수가 13.7%에 달할 정도로 단기적인 등락 폭은 매우 가파릅니다. 가장 두드러지는 특징은 시장 물량과 가격의 강한 역상관관계입니다. 예컨대 6월 말에서 7월 초 사이에 일 공급량이 20,000kg에서 최대 35,000kg 이상으로 급증했을 때, 평균 시세는 14,000원 대까지 급락했습니다. 반면 반입량이 10,000kg 미만으로 떨어지는 시기에는 가격이 즉각 반응하며 23,000원 선을 쉽게 회복하는 흐름을 보였습니다.
4. 향후 시장 동향 예측
현재 수미 감자 시장은 장기적인 방향성 없이 오직 수급 상황에 의해 실시간으로 가격이 결정되는 수급 민감형 장세를 나타내고 있습니다. 9월 초 기준으로 일일 반입량이 10,000kg에서 20,000kg 내외에서 유지되면서 가격은 21,000원~23,000원 선의 안정적인 범위에서 안착하고 있는 상황입니다.단기적으로는 현재의 가격대에서 큰 이탈 없이 매물이 소화될 것으로 보이지만, 기상 여건 변화나 산지 출하량 일시 감소 등으로 인해 하루 반입량이 10,000kg 이하로 줄어들 경우 순식간에 25,000원 선을 돌파할 가능성이 높습니다. 반대로 일일 반입량이 다시 25,000kg을 초과하는 과공급 상태가 되면 18,000원 이하로 빠르게 조정받을 수 있어 일일 반입 동향을 상시 모니터링해야 합니다.
5. 매입/매출 시기 조절 및 팁
구매자(매입 주체) 입장에서는 시장에 물량이 일시적으로 집중되는 시기를 노리는 것이 가장 현명합니다. 가락시장 전체의 일일 반입 물량이 20,000kg을 초과하여 시세가 18,000원 이하로 조정받는 날을 타깃으로 삼아 집중 매입하는 전략을 추천합니다. 변동성이 높은 시장인 만큼, 고점 대비 약 15~20%가량 가격이 내려왔을 때가 최적의 매수 기회입니다.반면 판매자(출하 주체) 입장에서는 공급 과잉으로 인한 가격 폭락 시기를 철저히 피해야 합니다. 가락시장 일일 반입량이 10,000kg 미만으로 떨어져 공급 부족 현상이 발생할 때 출하량을 늘리면, 23,000원 이상의 고가 낙찰을 기대할 수 있습니다. 시장의 높은 변동성을 역이용하여 공급 공백기를 노리는 전략적 출하가 수익을 극대화하는 열쇠입니다.

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