2026년 9월 말, 서울가락시장의 자두 추희 품종 특등급 5kg 포장단위 시세 분석 정보를 알려드립니다.
![과실류 > 자두 > 추희[특] (5kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFb-VAQ4nbkVrlv-zWPZdwhu-Nw8yj3_1nY6JB9Lg5DmTvZcpiZTZEQlY5W-TlBOJrwAbI_UxI4wXWvtIb21CKvLOT164d0dKyxFL_zd3mxAuC47DmFRNZZUkpWcRBBfRRTuClBV-6JexZOC55xRDlSLmCbEZMJt_cZREdh-Yz-_IMJdyJm89NmBf2xJ0/s1600-rw/0608.png)
가을철 대표 과일인 추희 자두 특등급 5kg의 서울가락시장 경락 가격은 최근 출하량 변화와 명절 수요 등의 영향으로 변동성을 보이고 있습니다. 전반적으로 일 평균 약 45원 수준의 미미한 상승세를 보이고 있으나, 시기별 공급량에 따른 가격 등락이 뚜렷하게 나타나고 있어 전략적인 출하와 매입 타이밍 선정이 중요합니다.
![과실류 > 자두 > 추희[특] (5kg) 추세 그래프](data:image/png;base64,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)
위 그래프는 2026년 8월 초부터 9월 말까지 서울가락시장에서 거래된 추희 자두(5kg, 특) 품목의 일별 평균 가격과 반입 물량의 흐름을 시각적으로 보여줍니다.

![과실류 > 자두 > 추희[특] (5kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFb-VAQ4nbkVrlv-zWPZdwhu-Nw8yj3_1nY6JB9Lg5DmTvZcpiZTZEQlY5W-TlBOJrwAbI_UxI4wXWvtIb21CKvLOT164d0dKyxFL_zd3mxAuC47DmFRNZZUkpWcRBBfRRTuClBV-6JexZOC55xRDlSLmCbEZMJt_cZREdh-Yz-_IMJdyJm89NmBf2xJ0/s1600-rw/0608.png)
과실류 > 자두 > 추희[특] (5kg)
가을철 대표 과일인 추희 자두 특등급 5kg의 서울가락시장 경락 가격은 최근 출하량 변화와 명절 수요 등의 영향으로 변동성을 보이고 있습니다. 전반적으로 일 평균 약 45원 수준의 미미한 상승세를 보이고 있으나, 시기별 공급량에 따른 가격 등락이 뚜렷하게 나타나고 있어 전략적인 출하와 매입 타이밍 선정이 중요합니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-09-30 | 22,012 | 35,684 | 28,717 | - | 1년전 |
| 2026-08-04 | 2,000 | 10,000 | 5,000 | 17 | 최저 |
| 2026-08-10 | 31,000 | 31,000 | 31,000 | 100 | 최고 |
| 2026-08-14 | 14,000 | 48,000 | 26,924 | 81 | |
| 2026-08-22 | 4,000 | 52,000 | 18,272 | 451 | |
| 2026-08-29 | 3,000 | 55,000 | 20,198 | 595 | |
| 2026-09-05 | 3,000 | 57,000 | 18,348 | 682 | |
| 2026-09-12 | 2,500 | 50,000 | 17,319 | 699 | |
| 2026-09-21 | 3,000 | 73,000 | 23,281 | 955 | |
| 2026-09-30 | 4,000 | 76,000 | 28,233 | 981 | 최근 |
과실류 > 자두 > 추희[특] (5kg) 상세 데이터
2. 추세 그래프
과실류 > 자두 > 추희[특] (5kg) 추세 그래프
• 일 평균 상승폭: 44.92원
• 그래프 신뢰도(R²): 1.81% (45건)
• 시세 변동 지수: 8.9%
위 그래프는 2026년 8월 초부터 9월 말까지 서울가락시장에서 거래된 추희 자두(5kg, 특) 품목의 일별 평균 가격과 반입 물량의 흐름을 시각적으로 보여줍니다.
3. 가격 변동 추세 및 흐름 분석
추희 자두의 가격 흐름은 공급 물량의 증감과 밀접하게 연동되어 움직였습니다. 8월 초순에는 출하 초기 단계로 시장 반입 물량이 하루 100kg 미만으로 매우 적어 가격이 5,000원에서 31,000원까지 극심한 혼조세를 보였습니다. 이후 8월 중순부터 9월 초순까지는 하루 반입 물량이 300kg에서 700kg 대까지 안정적으로 증가하면서 가격 역시 16,000원대에서 22,000원대 사이에서 안정적인 박스권을 형성하였습니다. 특히 공급량이 가장 집중되었던 9월 초순(9월 7일~11일)에는 물량이 하루 700kg 내외로 늘어나면서 일시적으로 가격이 16,000원대로 하락하여 시즌 중 가장 저렴한 시기를 기록했습니다. 그러나 9월 하순으로 접어들면서 상황이 급변하였습니다. 명절 전후의 수요 증가와 수확기 마무리 단계가 맞물리면서 9월 28일에는 평균 시세가 30,587원까지 치솟았으며, 9월 29일에는 1,591kg의 대량 물량이 유입되었음에도 불구하고 27,286원의 높은 시세를 유지하는 강세를 보였습니다. 시세 변동 지수가 8.9%로 다소 높은 편이고 그래프 신뢰도(R²)가 1.81%로 낮게 나타난 것은, 선형적인 가격 상승보다는 공급량 변화와 시즌 수요에 따른 단기적 가격 변동폭이 컸음을 의미합니다.4. 향후 시장 동향 예측
추희 품종은 만생종 자두로 9월 말에 출하가 거의 마무리되는 특성을 가지고 있습니다. 따라서 10월 초순으로 접어들면 가락시장에 반입되는 전체 물량이 급격히 감소할 것으로 예상됩니다. 물량 감소와 함께 출하 품위의 편차가 커질 수 있으며, 고품질 상품의 희소성으로 인해 특등급 제품은 당분간 2만 원대 후반에서 3만 원대 초반의 고시세를 유지할 가능성이 높습니다. 다만 전체적인 수요 역시 자두에서 감귤, 배 등 다른 제철 과일로 이동함에 따라 시장 거래량 자체는 점차 소멸하는 흐름을 보일 것입니다.5. 매입/매출 시기 조절 및 팁
구매를 담당하는 유통업자나 중도매인의 경우, 가격 변동 지수가 높은 품목인 만큼 단가 관리에 주의해야 합니다. 시기적으로 가장 저렴한 구간은 물량이 집중되는 9월 초순과 중순 사이이므로, 대량 매입이나 판촉 행사는 이 시기를 공략하는 것이 가장 유리합니다. 9월 말 이후로는 가격이 상승하고 품위가 불균일해질 수 있으므로 고단가 위주의 선별 매입이 필요합니다. 생산 농가와 출하자의 경우에는 출하 초기인 8월 초의 불안정한 시장 진입보다는 물량이 안정화되는 8월 중하순 이후를 겨냥하는 것이 좋습니다. 특히 9월 말 명절 대목과 맞물려 최고 시세(30,000원 선)를 형성하는 시기에 고품질 상품을 집중 출하한다면 농가 수취가격을 극대화할 수 있을 것입니다. 출하 시에는 상품의 신선도와 선별 기준을 엄격히 유지하는 것이 경락가 상승에 유리합니다.
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