2026년 8월 2주차 서울가락시장 단호박 특등급 10kg 상자 기준 시세 분석 정보입니다.
![과채류 > 호박 > 단호박[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoTjg6_-wGvUWg6n9xRt4ZepSDT-CzPdD8Mvg99OV14S0gczytBeW_uQFXQGzwDK2CkGzYBqsAZTnf0172-ic4IqK5V_SNSxKQmQ-4la_eFnvwV8MOuk1iv54ou6FmDVM4tGLda7whp4u1SUmidmRcdwvdrqt9cIjxhxAq81ZLslnaskTlfBYJkzSZ2DI/s1600-rw/0902.png)
서울가락시장에서 거래되는 단호박 특등급(10kg) 시세는 최근 공급량과 기후 변화에 따라 큰 폭의 변동성을 보여주고 있습니다. 장기적으로는 미세한 하락 흐름을 유지하고 있으나 일일 가격 등락이 심해, 유통 및 구매 관계자들의 신중한 시장 모니터링이 요구되는 시점입니다.
![과채류 > 호박 > 단호박[특] (10kg) 추세 그래프](data:image/png;base64,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)
최근 거래 기간 동안의 가격 추이를 시각적으로 나타낸 그래프입니다. 단기적인 급등락이 반복되는 불안정한 가격 흐름 패턴을 한눈에 확인할 수 있습니다.
특히 시세 변동 지수가 15.8%로 높게 나타나 가격 불안정성이 큽니다. 최고가는 8월 3일 기록한 14,619원이며, 불과 나흘 뒤인 8월 7일에는 최저가인 8,562원까지 추락하며 불확실한 시장 상황을 대변했습니다. 하루 공급량의 증감에 따라 도매 가격이 즉각적으로 크게 반응하는 민감한 장세가 이어지고 있습니다.
기온 상승과 장마 등 기후 요인으로 인해 출하량 변동성이 여전히 존재하므로, 당분간은 안정적인 평균가를 유지하기보다 10,000원에서 13,000원 사이의 박스권에서 급등락을 반복하는 불안정한 흐름이 지속될 가능성이 높습니다. 추가적인 급락세보다는 현재 수준을 유지하며 소폭의 등락을 거듭할 것으로 전망됩니다.
출하자(농가 및 납품업자)의 경우, 시장 내 반입량이 적은 요일이나 가격이 일시적으로 급등하는 시점을 타깃으로 출하 스케줄을 조정해야 수익을 극대화할 수 있습니다. 특히 고품질(특 등급) 상품에 대한 선호도가 뚜렷하므로 물량이 일시에 몰리는 시기에도 상품성 유지를 통한 제값 받기 전략이 유효합니다.

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과채류 > 호박 > 단호박[특] (10kg)
서울가락시장에서 거래되는 단호박 특등급(10kg) 시세는 최근 공급량과 기후 변화에 따라 큰 폭의 변동성을 보여주고 있습니다. 장기적으로는 미세한 하락 흐름을 유지하고 있으나 일일 가격 등락이 심해, 유통 및 구매 관계자들의 신중한 시장 모니터링이 요구되는 시점입니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-08-12 | 12,084 | 12,773 | 12,461 | - | 1년전 |
| 2026-06-25 | 12,500 | 12,500 | 12,500 | 80 | |
| 2026-06-26 | 11,000 | 13,000 | 12,375 | 720 | |
| 2026-06-27 | 13,000 | 14,000 | 13,222 | 480 | |
| 2026-06-30 | 5,000 | 15,000 | 10,358 | 228 | |
| 2026-07-01 | 6,500 | 14,000 | 9,118 | 353 | |
| 2026-07-02 | 6,000 | 13,500 | 9,610 | 536 | |
| 2026-07-03 | 6,000 | 14,000 | 11,057 | 184 | |
| 2026-07-04 | 9,000 | 13,000 | 11,750 | 1,120 | |
| 2026-07-06 | 10,500 | 14,500 | 13,042 | 1,120 | |
| 2026-07-07 | 10,000 | 17,000 | 13,185 | 520 | |
| 2026-07-09 | 9,000 | 15,500 | 12,176 | 596 | |
| 2026-07-10 | 8,000 | 14,500 | 10,909 | 581 | |
| 2026-07-13 | 7,000 | 14,000 | 10,883 | 539 | |
| 2026-07-14 | 9,000 | 15,000 | 11,088 | 409 | |
| 2026-07-15 | 11,000 | 14,000 | 11,722 | 607 | |
| 2026-07-16 | 8,000 | 14,500 | 11,610 | 457 | |
| 2026-07-17 | 9,000 | 15,000 | 12,372 | 517 | |
| 2026-07-18 | 11,000 | 13,000 | 11,929 | 570 | |
| 2026-07-20 | 10,000 | 18,500 | 14,258 | 368 | |
| 2026-07-21 | 10,000 | 17,000 | 13,970 | 545 | |
| 2026-07-22 | 4,000 | 15,000 | 11,219 | 443 | |
| 2026-07-23 | 9,000 | 14,000 | 11,563 | 573 | |
| 2026-07-24 | 7,000 | 12,500 | 10,347 | 395 | |
| 2026-07-25 | 8,500 | 12,000 | 10,444 | 613 | |
| 2026-07-27 | 5,500 | 16,500 | 11,539 | 396 | |
| 2026-07-28 | 5,500 | 15,500 | 11,435 | 484 | |
| 2026-07-29 | 5,000 | 15,000 | 10,363 | 430 | |
| 2026-07-30 | 7,000 | 15,000 | 10,191 | 446 | |
| 2026-07-31 | 10,000 | 16,000 | 12,677 | 264 | |
| 2026-08-03 | 13,000 | 16,500 | 14,619 | 274 | 최고 |
| 2026-08-04 | 3,000 | 16,000 | 11,521 | 399 | |
| 2026-08-05 | 2,500 | 15,000 | 10,298 | 484 | |
| 2026-08-06 | 2,500 | 14,000 | 9,468 | 415 | |
| 2026-08-07 | 2,500 | 12,500 | 8,562 | 481 | 최저 |
| 2026-08-08 | 7,000 | 10,000 | 8,750 | 960 | |
| 2026-08-10 | 3,000 | 16,000 | 10,571 | 352 | |
| 2026-08-11 | 6,000 | 17,000 | 12,469 | 514 | |
| 2026-08-12 | 5,000 | 17,000 | 12,243 | 470 | 최근 |
과채류 > 호박 > 단호박[특] (10kg) 상세 데이터
2. 추세 그래프 분석
과채류 > 호박 > 단호박[특] (10kg) 추세 그래프
• 일 평균 상승폭: -24.17원
• 그래프 신뢰도(R²): 3.44% (38건)
• 시세 변동 지수: 15.8%
최근 거래 기간 동안의 가격 추이를 시각적으로 나타낸 그래프입니다. 단기적인 급등락이 반복되는 불안정한 가격 흐름 패턴을 한눈에 확인할 수 있습니다.
3. 가격 변동 추세 및 흐름 분석
최근 약 40일 동안의 거래 데이터를 살펴보면, 단호박 특등급 10kg의 하루 평균 시세 변동폭은 -24.17원으로 장기적으로는 아주 미세한 하락세를 보이고 있습니다. 하지만 가격 예측의 신뢰도를 나타내는 결정계수(R²)가 3.44%로 매우 낮게 측정되었습니다. 이는 시장 가격이 일정한 방향성을 갖고 움직이기보다는 매일의 반등과 급락이 무작위로 반복되고 있음을 의미합니다.특히 시세 변동 지수가 15.8%로 높게 나타나 가격 불안정성이 큽니다. 최고가는 8월 3일 기록한 14,619원이며, 불과 나흘 뒤인 8월 7일에는 최저가인 8,562원까지 추락하며 불확실한 시장 상황을 대변했습니다. 하루 공급량의 증감에 따라 도매 가격이 즉각적으로 크게 반응하는 민감한 장세가 이어지고 있습니다.
4. 향후 시장 동향 예측
단호박은 여름철 건강식 및 디저트 재료로 꾸준한 수요가 존재하는 품목입니다. 현재 시세는 8월 초 최저점을 찍은 이후 다시 12,000원 선을 회복하며 반등 흐름을 타고 있습니다.기온 상승과 장마 등 기후 요인으로 인해 출하량 변동성이 여전히 존재하므로, 당분간은 안정적인 평균가를 유지하기보다 10,000원에서 13,000원 사이의 박스권에서 급등락을 반복하는 불안정한 흐름이 지속될 가능성이 높습니다. 추가적인 급락세보다는 현재 수준을 유지하며 소폭의 등락을 거듭할 것으로 전망됩니다.
5. 매입/매출 시기 조절 및 팁
구매자(식자재 마트, 요식업계) 입장에서는 가격 변동성이 매우 크기 때문에 매입 타이밍이 중요합니다. 시세 변동 지수가 높은 만큼, 가격이 10,000원 이하로 떨어지는 하락 국면을 적극 활용하여 단기 소요 물량을 확보하는 것이 유리합니다. 반대로 13,000원을 초과하는 급등 시기에는 대량 매입을 피하고 최소한의 재고만 유지하는 것을 권장합니다.출하자(농가 및 납품업자)의 경우, 시장 내 반입량이 적은 요일이나 가격이 일시적으로 급등하는 시점을 타깃으로 출하 스케줄을 조정해야 수익을 극대화할 수 있습니다. 특히 고품질(특 등급) 상품에 대한 선호도가 뚜렷하므로 물량이 일시에 몰리는 시기에도 상품성 유지를 통한 제값 받기 전략이 유효합니다.

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