2026년 9월 4주차, 서울가락시장에서 거래된 호박고구마 특 등급 10kg 제품의 최근 시세 분석 자료입니다.
![서류 > 고구마 > 호박고구마[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7m3LWX6wRRnEA0o9T7d53dqQj8QR6qpcflVgGbLPwijLpT1A9Dk2Q_qSQ9cddyJ738m4iBMTZzVP1yx_BXL2_8tUe__I5mqs4FwUsBbEHBSxMBpZzpFRrDGI5EgshaRVozpMUoM9EDx0MCy5-11sbhUbBerJM9eGa4bWkQfHtFYfNYnt8KTAdfCcSQt8/s1600-rw/0502.png)
최근 서울가락시장에서 거래되는 호박고구마(특, 10kg)는 공급량 변화에 따라 가격 변동성이 매우 크게 나타나고 있습니다. 일 평균 가격은 미세한 상승세를 보이고 있으나, 단기적인 수급 불안정으로 인해 급등락이 반복되는 양상입니다. 이에 따라 안정적인 유통망 확보와 정밀한 출하 시기 조절이 요구되는 시점입니다.
![서류 > 고구마 > 호박고구마[특] (10kg) 추세 그래프](data:image/png;base64,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최근 약 3개월간의 가격 흐름을 보여주는 추세선입니다. 장기적인 경향성은 미미한 우상향을 나타내고 있으나, 개별 거래일의 가격 편차가 매우 크게 발생하고 있음을 확인할 수 있습니다.

![서류 > 고구마 > 호박고구마[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7m3LWX6wRRnEA0o9T7d53dqQj8QR6qpcflVgGbLPwijLpT1A9Dk2Q_qSQ9cddyJ738m4iBMTZzVP1yx_BXL2_8tUe__I5mqs4FwUsBbEHBSxMBpZzpFRrDGI5EgshaRVozpMUoM9EDx0MCy5-11sbhUbBerJM9eGa4bWkQfHtFYfNYnt8KTAdfCcSQt8/s1600-rw/0502.png)
서류 > 고구마 > 호박고구마[특] (10kg)
최근 서울가락시장에서 거래되는 호박고구마(특, 10kg)는 공급량 변화에 따라 가격 변동성이 매우 크게 나타나고 있습니다. 일 평균 가격은 미세한 상승세를 보이고 있으나, 단기적인 수급 불안정으로 인해 급등락이 반복되는 양상입니다. 이에 따라 안정적인 유통망 확보와 정밀한 출하 시기 조절이 요구되는 시점입니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-09-24 | 5,190 | 20,414 | 12,472 | - | 1년전 |
| 2026-06-24 | 2,000 | 23,500 | 12,321 | 2,800 | |
| 2026-07-07 | 5,000 | 27,000 | 16,900 | 3,520 | |
| 2026-07-21 | 6,500 | 28,000 | 14,698 | 2,330 | |
| 2026-08-03 | 3,000 | 20,000 | 10,923 | 2,550 | |
| 2026-08-18 | 6,000 | 28,000 | 17,937 | 1,414 | |
| 2026-08-31 | 4,000 | 28,000 | 13,215 | 6,235 | |
| 2026-09-12 | 2,000 | 21,000 | 10,462 | 4,260 | |
| 2026-09-23 | 22,000 | 28,000 | 25,300 | 2,610 | 최고 |
| 2026-09-24 | 6,000 | 6,000 | 6,000 | 0 | 최근 |
서류 > 고구마 > 호박고구마[특] (10kg) 상세 데이터
2. 추세 그래프 분석
서류 > 고구마 > 호박고구마[특] (10kg) 추세 그래프
• 일 평균 상승폭: 12.24원
• 그래프 신뢰도(R²): 0.48% (69건)
• 시세 변동 지수: 53.1%
최근 약 3개월간의 가격 흐름을 보여주는 추세선입니다. 장기적인 경향성은 미미한 우상향을 나타내고 있으나, 개별 거래일의 가격 편차가 매우 크게 발생하고 있음을 확인할 수 있습니다.
3. 가격 변동 추세 및 흐름 분석
최근 가락시장에서 호박고구마 특 등급 10kg의 시세는 매우 역동적으로 움직이고 있습니다. 통계적으로 하루 평균 약 12.24원이라는 완만한 상승세를 기록하고 있으나, 실제 체감하는 시장의 변동성은 매우 높습니다. 시세 변동 지수가 53.1%에 달해 가격이 안정적이지 못하고 수시로 급등락하는 모습을 보입니다. 특히 특정 거래일에는 물량 증감에 따라 1만 원대 초반에서 2만 원대 중반까지 가격 차이가 크게 벌어지는 양상이 관찰되었습니다. 통계적 신뢰도를 나타내는 결정계수(R²)가 0.48%로 매우 낮다는 점은 가격 예측이 단순한 시간 흐름만으로는 어렵고, 당일 반입량과 기상 여건 등 외부 요인에 매우 민감하게 반응하고 있음을 나타냅니다.4. 향후 시장 동향 예측
호박고구마는 가을철 본격적인 수확기를 맞이하면서 출하량이 점진적으로 늘어날 것으로 예상됩니다. 다만, 단기적으로 산지의 기상 이변이나 수확 작업 지연에 따라 가락시장으로 유입되는 일일 물량이 불안정해질 경우, 일시적인 가격 급등 현상이 재발할 가능성이 큽니다. 장기적으로는 본격적인 제철 출하기가 이어지면서 물량이 대폭 증가할 경우 전체적인 가격대가 하향 안정화될 수 있습니다. 그러나 고품질 '특' 등급의 경우 고정적인 소비 수요가 존재하므로 하품에 비해 가격 방어력이 높을 것으로 보입니다. 당분간은 공급량 추이에 따른 일 단위의 가격 변동성이 지속될 전망입니다.5. 매입/매출 시기 조절 및 팁
구매처(도소매업자 및 가공업체) 관점에서는 시세 변동성이 50%를 넘어서는 불안정한 시기이므로, 가격이 급등하는 날의 추격 매수는 피하는 것이 좋습니다. 시장 내 반입량이 일시적으로 늘어나 시세가 1만 원대 초반으로 조정되는 날을 겨냥하여 분할 매입을 진행하는 것이 원가 절감에 유리합니다. 반면 출하자(농가 및 유통인) 관점에서는 시장 유입 물량이 적은 시기를 포착하여 출하해야 제값을 받을 수 있습니다. 특히 가락시장의 총 반입 예정 물량을 실시간으로 모니터링하면서, 시세가 1만 5천 원에서 2만 원 선을 상회하는 시점에 맞춰 적절히 출하 물량을 나누어 분산 출하하는 전략이 수익 극대화에 도움이 됩니다.
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