2026년 9월 4주차 서울가락시장 백다다기 오이 특 등급 10kg 단위의 시세 분석 정보입니다.
![과채류 > 오이 > 백다다기[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOD-Cpi-pV0iU88vTwNaROtJqFpEOiPQyvTk4FoshqREGHazZKTMqiUkdi7Go6Hw2KJ1C7Y5gRKD9tn81O9IZdjm07HJl1zc7RRwfFhiwSMg7SsHrKRb7rSSlWPsQpH8y7fzlkVacy999r2iTkB1uAmk8frWWygQcizccOaBKTDtHl-2ofh3Clh1uw55s/s1600-rw/0901.png)
최근 서울가락시장에서 거래된 백다다기 오이 특 등급 상품은 출하량 증감에 따라 시세가 민감하게 반응하며 큰 변동성을 보였습니다. 전반적으로 완만한 우상향 흐름을 유지하는 가운데, 수급 상황에 따른 단기적 급등락이 반복되고 있어 전략적인 거래 타이밍 선정이 요구됩니다.
![과채류 > 오이 > 백다다기[특] (10kg) 추세 그래프](data:image/png;base64,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)
최근 약 3개월간의 가격 추이를 살펴보면 공급 물량의 증감에 따라 가격이 역동적으로 움직이고 있음을 알 수 있습니다.
통계적으로 일 평균 약 274원의 완만한 상승 흐름을 보이고 있으나, 시세 변동 지수가 17.9%로 높은 편입니다. 이는 기후 변화나 산지 출하 상황에 따라 단기적인 가격 변동성이 매우 크다는 것을 의미합니다. 그래프 신뢰도가 31.11% 수준으로 다소 낮게 나타나는 것 역시, 일관된 방향성보다는 시장 수급에 따른 불규칙한 등락이 자주 발생했음을 뒷받침합니다.
향후 가을철 산지 전환 시기와 기온 하락에 따른 생육 속도 변화가 변수가 될 것입니다. 급격한 기상 악화가 없다면 당분간은 현재의 안정된 물량 공급이 유지되면서 급격한 폭등 없이 평년 수준의 시세를 유지할 것으로 예상됩니다. 다만, 일시적인 출하 공백이 생길 경우 단기적인 가격 반등 가능성은 늘 열려 있습니다.
반면 출하 농가의 경우, 시장 내 전체 물량이 적은 시기를 타깃으로 출하를 집중하여 고단가를 노리는 전략이 필요합니다. 물량이 일시에 집중되는 시기에는 단기 보관 조율을 통해 공급을 분산시키는 유연한 대처가 수익 극대화에 도움이 될 것입니다.

![과채류 > 오이 > 백다다기[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOD-Cpi-pV0iU88vTwNaROtJqFpEOiPQyvTk4FoshqREGHazZKTMqiUkdi7Go6Hw2KJ1C7Y5gRKD9tn81O9IZdjm07HJl1zc7RRwfFhiwSMg7SsHrKRb7rSSlWPsQpH8y7fzlkVacy999r2iTkB1uAmk8frWWygQcizccOaBKTDtHl-2ofh3Clh1uw55s/s1600-rw/0901.png)
과채류 > 오이 > 백다다기[특] (10kg)
최근 서울가락시장에서 거래된 백다다기 오이 특 등급 상품은 출하량 증감에 따라 시세가 민감하게 반응하며 큰 변동성을 보였습니다. 전반적으로 완만한 우상향 흐름을 유지하는 가운데, 수급 상황에 따른 단기적 급등락이 반복되고 있어 전략적인 거래 타이밍 선정이 요구됩니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-09-23 | 15,246 | 37,044 | 26,893 | - | 1년전 |
| 2026-06-23 | 2,500 | 19,000 | 11,059 | 9,038 | |
| 2026-07-02 | 1,000 | 17,500 | 8,033 | 10,342 | 최저 |
| 2026-07-06 | 2,000 | 23,000 | 10,192 | 12,448 | |
| 2026-07-20 | 6,000 | 28,500 | 17,754 | 7,147 | |
| 2026-08-03 | 3,000 | 32,000 | 15,436 | 6,554 | |
| 2026-08-15 | 4,500 | 32,000 | 19,215 | 2,267 | |
| 2026-08-28 | 9,000 | 52,000 | 27,807 | 2,444 | |
| 2026-09-05 | 10,000 | 78,000 | 57,411 | 2,630 | 최고 |
| 2026-09-10 | 25,500 | 71,000 | 48,818 | 3,082 | |
| 2026-09-23 | 1,000 | 39,000 | 22,224 | 6,102 | 최근 |
과채류 > 오이 > 백다다기[특] (10kg) 상세 데이터
2. 추세 그래프 분석
과채류 > 오이 > 백다다기[특] (10kg) 추세 그래프
• 일 평균 상승폭: 274.45원
• 그래프 신뢰도(R²): 31.11% (78건)
• 시세 변동 지수: 17.9%
최근 약 3개월간의 가격 추이를 살펴보면 공급 물량의 증감에 따라 가격이 역동적으로 움직이고 있음을 알 수 있습니다.
3. 가격 변동 추세 및 흐름 분석
백다다기 오이 시장은 공급량 변화에 매우 민감하게 반응하고 있습니다. 6월 말부터 7월 초까지는 일일 반입량이 1만 kg 내외로 풍부하게 유지되면서 1만 원 안팎의 안정적인 저시세를 형성했습니다. 그러나 7월 중순과 8월 중순, 그리고 8월 말부터 9월 초에 이르기까지 반입량이 1,000~3,000kg 수준으로 급감할 때마다 가격이 3만 원에서 최고 5만 7천 원대까지 급등하는 현상이 관찰되었습니다.통계적으로 일 평균 약 274원의 완만한 상승 흐름을 보이고 있으나, 시세 변동 지수가 17.9%로 높은 편입니다. 이는 기후 변화나 산지 출하 상황에 따라 단기적인 가격 변동성이 매우 크다는 것을 의미합니다. 그래프 신뢰도가 31.11% 수준으로 다소 낮게 나타나는 것 역시, 일관된 방향성보다는 시장 수급에 따른 불규칙한 등락이 자주 발생했음을 뒷받침합니다.
4. 향후 시장 동향 예측
9월 중순 이후 가락시장의 백다다기 오이 반입량은 다시 5,000~9,000kg 수준으로 회복세를 보이고 있습니다. 이에 따라 5만 원을 호가하던 고시세는 1만 원 중반에서 2만 원 초반 선으로 빠르게 안정화되는 양상입니다.향후 가을철 산지 전환 시기와 기온 하락에 따른 생육 속도 변화가 변수가 될 것입니다. 급격한 기상 악화가 없다면 당분간은 현재의 안정된 물량 공급이 유지되면서 급격한 폭등 없이 평년 수준의 시세를 유지할 것으로 예상됩니다. 다만, 일시적인 출하 공백이 생길 경우 단기적인 가격 반등 가능성은 늘 열려 있습니다.
5. 매입 및 매출 시기 조절 팁
도소매 유통업자 및 대량 소비처에서는 가락시장의 일일 반입 물량을 예민하게 모니터링해야 합니다. 일일 반입량이 4,000kg 이하로 떨어지는 조짐이 보이면 가격 급등으로 이어지므로, 가급적 물량이 8,000kg 이상 확보되어 가격이 조정받는 시기에 선제적으로 매입을 진행하는 것이 유리합니다.반면 출하 농가의 경우, 시장 내 전체 물량이 적은 시기를 타깃으로 출하를 집중하여 고단가를 노리는 전략이 필요합니다. 물량이 일시에 집중되는 시기에는 단기 보관 조율을 통해 공급을 분산시키는 유연한 대처가 수익 극대화에 도움이 될 것입니다.

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