2026년 7월 5주차, 서울가락시장에서 거래된 아오리 사과 특 등급 10kg 상품의 최근 시세 흐름과 가격 변동을 정밀하게 분석하여 드립니다.
![과실류 > 사과 > 아오리[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFDAKA4JVJHzyFEoBtCt1WQP3b8zyfhyqM1iuIQ82Yo5ZETtPnzKL0atcn9OnT25tb6ft4-ShNxrp_PkmlSZMoA21UheZv9aq_SeuXLim1TcrXjoH2EAGu8DxG8TIBW-0F3dTTUEIi7RS92MuXdAMK73YC20wvq8vT5bMOa-R6DbttTcTXXyJIPal1cyI/s1600-rw/0601.png)
여름을 대표하는 청사과인 아오리의 출하량이 본격적으로 늘어나면서 서울가락시장의 경매 시세가 눈에 띄게 하향 곡선을 그리고 있습니다. 일일 거래량이 급증함과 동시에 가격 하락세가 두드러지게 나타나고 있어, 농가와 유통업계 모두 신속하고 유연한 대응이 필요한 시점입니다.
![과실류 > 사과 > 아오리[특] (10kg) 추세 그래프](data:image/png;base64,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)
최근 일주일간의 가격 추이를 살펴보면 전체적으로 우하향하는 흐름이 뚜렷하게 나타나고 있습니다. 하루 평균 상승폭은 약 -2,190.94원으로 매일 가격 하락세가 누적되는 양상이며, 그래프의 신뢰도(R²)는 37.53%로 중단기적인 시장의 변동성과 불확실성이 여전히 존재함을 보여줍니다.

![과실류 > 사과 > 아오리[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFDAKA4JVJHzyFEoBtCt1WQP3b8zyfhyqM1iuIQ82Yo5ZETtPnzKL0atcn9OnT25tb6ft4-ShNxrp_PkmlSZMoA21UheZv9aq_SeuXLim1TcrXjoH2EAGu8DxG8TIBW-0F3dTTUEIi7RS92MuXdAMK73YC20wvq8vT5bMOa-R6DbttTcTXXyJIPal1cyI/s1600-rw/0601.png)
과실류 > 사과 > 아오리[특] (10kg)
여름을 대표하는 청사과인 아오리의 출하량이 본격적으로 늘어나면서 서울가락시장의 경매 시세가 눈에 띄게 하향 곡선을 그리고 있습니다. 일일 거래량이 급증함과 동시에 가격 하락세가 두드러지게 나타나고 있어, 농가와 유통업계 모두 신속하고 유연한 대응이 필요한 시점입니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-08-02 | 45,444 | 59,680 | 52,660 | - | 1년전 |
| 2026-07-22 | 15,000 | 60,000 | 38,131 | 247 | |
| 2026-07-24 | 16,000 | 70,000 | 49,012 | 673 | |
| 2026-07-27 | 10,000 | 65,000 | 40,633 | 801 | |
| 2026-07-28 | 38,000 | 57,000 | 50,000 | 400 | 최고 |
| 2026-07-29 | 10,000 | 72,000 | 35,889 | 1,324 | |
| 2026-07-30 | 10,000 | 48,000 | 30,789 | 488 | 최저 |
| 2026-07-31 | 14,000 | 60,000 | 31,413 | 413 | 최근 |
과실류 > 사과 > 아오리[특] (10kg) 상세 데이터
2. 추세 그래프 분석
과실류 > 사과 > 아오리[특] (10kg) 추세 그래프
• 일 평균 상승폭: -2190.94원
• 그래프 신뢰도(R²): 37.53% (7건)
• 시세 변동 지수: 18.8%
최근 일주일간의 가격 추이를 살펴보면 전체적으로 우하향하는 흐름이 뚜렷하게 나타나고 있습니다. 하루 평균 상승폭은 약 -2,190.94원으로 매일 가격 하락세가 누적되는 양상이며, 그래프의 신뢰도(R²)는 37.53%로 중단기적인 시장의 변동성과 불확실성이 여전히 존재함을 보여줍니다.
3. 가격 변동 추세 및 흐름 분석
7월 하순으로 접어들면서 아오리 사과의 산지 출하가 집중되고 있습니다. 특히 7월 29일에는 일일 반입량이 1,324kg까지 일시적으로 급증하며 공급 과잉 현상이 발생하였고, 이로 인해 평균 시세가 35,889원까지 크게 떨어졌습니다. 이후 공급 물량이 평년 수준으로 다시 감소했음에도 불구하고, 이미 형성된 하락세를 되돌리지 못하고 7월 31일 기준 31,413원까지 추가 하락한 상태입니다. 시세 변동 지수가 18.8%에 달해 일별 가격 변동 폭이 매우 큰 편이며, 전년도 동기 시세인 52,660원과 비교하면 올해 가격대가 상당히 낮게 형성되어 있습니다.4. 향후 시장 동향 예측
여름 사과인 아오리의 품종 특성상 8월 초순까지는 출하 물량이 지속적으로 시장에 유입될 가능성이 높습니다. 대량 공급 기조가 유지됨에 따라 당분간 극적인 가격 반등을 기대하기는 어려우며, 당분간 3만 원대 초중반에서 약보합세를 유지할 것으로 보입니다. 다만, 향후 장마나 폭염 등 기상 악화로 인해 산지 수확 작업이 지연될 경우, 일시적인 공급 부족으로 인한 단기적인 가격 반짝 상승은 발생할 수 있습니다.5. 매입/매출 시기 조절 및 팁
구매를 담당하는 유통 및 소매업체 입장에서는 현재 시세가 하락 안정화 단계에 있으므로, 한 번에 많은 물량을 선매입하기보다는 일 단위로 필요한 수량만큼 분할 매입하는 것이 단가 관리에 유리합니다. 반면, 출하를 계획 중인 농가에서는 물량이 일시에 몰리는 시기를 피해 출하 요일을 다변화하고, 경매가가 소폭 반등하는 타이밍을 노리는 분산 출하 전략이 필요합니다. 또한 아오리 사과는 저장성이 약하므로 적기에 수확하여 신속하게 유통시키는 것이 상품 가치를 지키는 가장 좋은 방법입니다.
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