2026년 7월 말 서울가락시장에서 거래된 수미 감자 특 등급 20kg 상자의 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 수미감자(특, 20kg) 시세는 봄철 고점 대비 점차 안정세를 찾아가고 있으나, 일일 반등과 하락을 반복하는 불안정한 흐름을 보이고 있습니다. 출하량 급증에 따른 전반적인 하향 평준화 추세 속에서 최적의 매수 및 매도 타이밍을 잡기 위한 핵심 정보를 요약해 드립니다.
![서류 > 감자 > 수미[특] (20kg) 추세 그래프](data:image/png;base64,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)
최근 약 3개월간의 가격 추이를 살펴보면, 공급량 급증에 따라 전반적으로 우하향하는 흐름을 보이고 있으며 하루 평균 약 290원꼴로 하락세를 나타냈습니다.

![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 수미감자(특, 20kg) 시세는 봄철 고점 대비 점차 안정세를 찾아가고 있으나, 일일 반등과 하락을 반복하는 불안정한 흐름을 보이고 있습니다. 출하량 급증에 따른 전반적인 하향 평준화 추세 속에서 최적의 매수 및 매도 타이밍을 잡기 위한 핵심 정보를 요약해 드립니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-07-27 | 12,515 | 26,621 | 20,642 | - | 1년전 |
| 2026-04-27 | 23,000 | 62,000 | 43,250 | 14,700 | |
| 2026-04-28 | 26,500 | 66,000 | 45,833 | 3,520 | |
| 2026-04-29 | 28,000 | 30,000 | 29,000 | 300 | |
| 2026-04-30 | 36,000 | 36,000 | 36,000 | 1,720 | |
| 2026-05-01 | 46,000 | 74,500 | 63,500 | 5,260 | 최고 |
| 2026-05-02 | 35,000 | 68,500 | 57,400 | 13,400 | |
| 2026-05-04 | 12,000 | 15,000 | 13,500 | 60 | |
| 2026-05-07 | 16,500 | 23,000 | 19,750 | 900 | |
| 2026-05-08 | 46,000 | 60,000 | 52,700 | 5,680 | |
| 2026-05-11 | 5,000 | 16,000 | 9,667 | 600 | 최저 |
| 2026-05-15 | 20,000 | 46,000 | 36,200 | 10,660 | |
| 2026-05-20 | 6,000 | 34,000 | 18,833 | 3,100 | |
| 2026-05-26 | 28,000 | 45,000 | 37,000 | 8,140 | |
| 2026-05-27 | 24,000 | 33,000 | 30,250 | 3,720 | |
| 2026-05-29 | 12,000 | 33,000 | 21,857 | 1,040 | |
| 2026-05-30 | 24,000 | 33,000 | 28,750 | 7,980 | |
| 2026-06-01 | 8,000 | 20,000 | 14,667 | 1,920 | |
| 2026-06-02 | 10,000 | 28,000 | 21,000 | 9,360 | |
| 2026-06-04 | 35,000 | 40,000 | 37,917 | 15,620 | |
| 2026-06-11 | 14,500 | 26,000 | 22,250 | 5,960 | |
| 2026-06-12 | 11,500 | 28,000 | 19,875 | 8,740 | |
| 2026-06-13 | 11,000 | 27,000 | 18,750 | 5,160 | |
| 2026-06-16 | 22,000 | 25,000 | 23,333 | 360 | |
| 2026-06-17 | 8,500 | 29,000 | 18,375 | 1,180 | |
| 2026-06-18 | 18,500 | 31,000 | 24,833 | 1,680 | |
| 2026-06-19 | 6,000 | 38,500 | 23,221 | 2,512 | |
| 2026-06-20 | 5,000 | 39,500 | 26,182 | 2,400 | |
| 2026-06-22 | 7,000 | 36,500 | 24,310 | 4,043 | |
| 2026-06-23 | 7,000 | 36,000 | 24,646 | 5,610 | |
| 2026-06-24 | 7,500 | 31,500 | 19,818 | 13,380 | |
| 2026-06-25 | 7,000 | 30,500 | 21,313 | 6,884 | |
| 2026-06-26 | 2,000 | 27,000 | 20,213 | 6,948 | |
| 2026-06-27 | 5,000 | 28,000 | 22,206 | 19,740 | |
| 2026-06-29 | 5,000 | 26,500 | 20,443 | 35,650 | |
| 2026-06-30 | 6,000 | 25,000 | 16,361 | 31,780 | |
| 2026-07-01 | 4,000 | 22,500 | 14,600 | 20,720 | |
| 2026-07-02 | 7,000 | 22,500 | 17,000 | 9,980 | |
| 2026-07-03 | 8,000 | 26,500 | 18,500 | 7,088 | |
| 2026-07-04 | 6,500 | 29,500 | 22,568 | 26,550 | |
| 2026-07-06 | 6,500 | 32,500 | 23,121 | 9,600 | |
| 2026-07-07 | 8,000 | 35,000 | 22,061 | 12,443 | |
| 2026-07-09 | 5,000 | 38,000 | 20,263 | 14,256 | |
| 2026-07-10 | 9,000 | 33,000 | 23,033 | 11,584 | |
| 2026-07-11 | 6,000 | 36,000 | 23,640 | 7,567 | |
| 2026-07-13 | 5,000 | 31,000 | 20,807 | 9,610 | |
| 2026-07-14 | 500 | 31,000 | 19,514 | 6,030 | |
| 2026-07-15 | 6,000 | 36,000 | 22,231 | 3,380 | |
| 2026-07-16 | 8,500 | 34,000 | 21,711 | 17,497 | |
| 2026-07-17 | 7,000 | 33,500 | 20,515 | 16,057 | |
| 2026-07-18 | 5,000 | 30,000 | 22,783 | 11,614 | |
| 2026-07-20 | 10,500 | 33,000 | 23,200 | 26,071 | |
| 2026-07-21 | 9,000 | 29,000 | 20,807 | 14,026 | |
| 2026-07-22 | 9,500 | 32,000 | 24,034 | 12,020 | |
| 2026-07-23 | 12,000 | 30,000 | 22,441 | 21,280 | |
| 2026-07-24 | 12,500 | 31,500 | 22,407 | 16,933 | |
| 2026-07-25 | 15,000 | 30,000 | 21,111 | 15,370 | |
| 2026-07-27 | 8,500 | 37,000 | 25,961 | 8,448 | 최근 |
서류 > 감자 > 수미[특] (20kg) 상세 데이터
2. 추세 그래프
서류 > 감자 > 수미[특] (20kg) 추세 그래프
• 일 평균 상승폭: -289.93원
• 그래프 신뢰도(R²): 21.84% (57건)
• 시세 변동 지수: 7.2%
최근 약 3개월간의 가격 추이를 살펴보면, 공급량 급증에 따라 전반적으로 우하향하는 흐름을 보이고 있으며 하루 평균 약 290원꼴로 하락세를 나타냈습니다.
3. 가격 변동 추세 및 흐름 분석
봄철이었던 4월과 5월 초반에는 공급 물량 부족으로 인해 일시적으로 최고 63,500원까지 시세가 폭등하는 현상이 발생했습니다. 그러나 6월을 기점으로 본격적인 여름 감자 수확기를 맞이하면서 가락시장 반입 물량이 일일 수만 킬로그램(kg) 단위로 급증하였습니다. 이에 따라 가격은 자연스럽게 2만 원대 초반으로 하향 평준화되었습니다. 시세 변동 지수가 7.2%로 나타나고 그래프 신뢰도(R²)가 21.84%로 다소 낮은 편인데, 이는 시장에 반입되는 당일 물량의 미세한 변화에 따라 가격이 하루 만에 수천 원씩 요동치는 민감한 시장 상황을 반영합니다. 실제로 7월 하순에도 공급량이 8,000kg대로 줄어들면 가격이 즉각 25,000원 선으로 반등하는 모습을 보였습니다.4. 향후 시장 동향 예측
여름철은 수미감자의 주 출하 시기이므로 당분간 급격한 공급 부족 사태가 일어날 가능성은 낮습니다. 특별한 기상 악화나 장마로 인한 수확 지연이 없다면, 평균 가격은 18,000원에서 22,000원 사이에서 강한 지지선을 형성할 것으로 전망됩니다. 일시적인 물량 감소로 인한 단기 반등은 존재하겠지만, 전체적인 하향 안정화 기조는 8월 초순까지 유지될 가능성이 높습니다.5. 매입/매출 시기 조절 및 팁
구매자(도소매업자 및 식자재 바이어) 관점에서는 일일 반입 물량이 20,000kg 이상으로 대폭 증가하는 요일을 공략하여 2만 원 이하의 가격대에서 분할 매수를 진행하는 것이 유리합니다. 물량이 일시적으로 줄어 가격이 25,000원 선으로 급등하는 날에는 구매를 미루는 것이 좋습니다. 판매자(농가 및 출하자) 관점에서는 일평균 약 290원씩 하락하는 우하향 추세가 지속되고 있으므로, 장기 보관 후 출하하기보다는 시장 수요가 집중되는 주 중반에 맞춰 빠르게 물량을 회전시키는 단기 출하 전략이 리스크를 줄이는 방법입니다.
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