2026년 9월 2주차 서울가락시장 조미채소류 쪽파(일반) 특등급 10kg 포장단위 시세 분석 정보입니다.
![조미채소류 > 쪽파 > 쪽파(일반)[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizwp-WTSDa9r79kwrQi8VA2vxN33INK21AdEO66TeX-OhVAtaS_kWNjp3QF_GFqb9Kr9aEES6tWWntCcQ45tLEcCPzQ6J2aPOcFC5F317H20YbBCwEvBmxxn0eNGVhZotpg3eSg_hyYXRd4UT2YZLSeJengya-82kjQsopg-9hMHc6DrlmCgAAnzrb3V4/s1600-rw/1203.png)
서울가락시장의 쪽파(일반) 특등급 10kg 시세는 일평균 변동폭이 -0.27원으로 장기적인 추세 자체는 평행선을 그리고 있으나, 11%의 높은 시세 변동 지수가 보여주듯 단기적인 가격 등락이 매우 극심하게 나타나고 있습니다. 주기에 따라 반등과 하락이 급격하게 반복되는 특성을 보이므로 출하량 변화를 실시간으로 모니터링하여 최적의 매수 및 매도 타이밍을 잡는 것이 무엇보다 중요합니다.
![조미채소류 > 쪽파 > 쪽파(일반)[특] (10kg) 추세 그래프](data:image/png;base64,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)
최근 약 3개월간의 가격 흐름과 거래량을 시각적으로 보여주는 추세 그래프입니다. 전체적인 장기 추세선은 일정한 수준을 유지하고 있지만, 세부적으로는 2만 원대 저점과 7만 원대 고점을 주기적으로 오가는 급격한 가격 파동이 나타나고 있음을 확인할 수 있습니다.

![조미채소류 > 쪽파 > 쪽파(일반)[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizwp-WTSDa9r79kwrQi8VA2vxN33INK21AdEO66TeX-OhVAtaS_kWNjp3QF_GFqb9Kr9aEES6tWWntCcQ45tLEcCPzQ6J2aPOcFC5F317H20YbBCwEvBmxxn0eNGVhZotpg3eSg_hyYXRd4UT2YZLSeJengya-82kjQsopg-9hMHc6DrlmCgAAnzrb3V4/s1600-rw/1203.png)
조미채소류 > 쪽파 > 쪽파(일반)[특] (10kg)
서울가락시장의 쪽파(일반) 특등급 10kg 시세는 일평균 변동폭이 -0.27원으로 장기적인 추세 자체는 평행선을 그리고 있으나, 11%의 높은 시세 변동 지수가 보여주듯 단기적인 가격 등락이 매우 극심하게 나타나고 있습니다. 주기에 따라 반등과 하락이 급격하게 반복되는 특성을 보이므로 출하량 변화를 실시간으로 모니터링하여 최적의 매수 및 매도 타이밍을 잡는 것이 무엇보다 중요합니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-09-10 | 13,298 | 41,046 | 27,043 | - | 1년전 |
| 2026-06-10 | 11,000 | 68,000 | 39,426 | 1,150 | |
| 2026-06-11 | 6,000 | 82,000 | 21,515 | 780 | 최저 |
| 2026-06-23 | 20,000 | 106,000 | 43,493 | 476 | |
| 2026-07-06 | 35,000 | 81,000 | 57,714 | 2,302 | |
| 2026-07-20 | 10,000 | 52,000 | 29,490 | 1,852 | |
| 2026-08-03 | 10,000 | 79,000 | 41,195 | 1,933 | |
| 2026-08-15 | 18,000 | 93,000 | 62,870 | 2,005 | |
| 2026-08-17 | 40,000 | 103,000 | 72,389 | 1,250 | 최고 |
| 2026-08-28 | 36,000 | 83,000 | 52,981 | 1,668 | |
| 2026-09-10 | 15,000 | 78,000 | 46,791 | 2,524 | 최근 |
조미채소류 > 쪽파 > 쪽파(일반)[특] (10kg) 상세 데이터
2. 추세 그래프 분석
조미채소류 > 쪽파 > 쪽파(일반)[특] (10kg) 추세 그래프
• 일 평균 상승폭: -0.27원
• 그래프 신뢰도(R²): 0.00% (78건)
• 시세 변동 지수: 11.0%
최근 약 3개월간의 가격 흐름과 거래량을 시각적으로 보여주는 추세 그래프입니다. 전체적인 장기 추세선은 일정한 수준을 유지하고 있지만, 세부적으로는 2만 원대 저점과 7만 원대 고점을 주기적으로 오가는 급격한 가격 파동이 나타나고 있음을 확인할 수 있습니다.
3. 가격 변동 추세 및 흐름 분석
그래프 신뢰도가 0.00%를 기록한 것은 이 상품의 시세가 일정한 방향성(지속적인 상승 또는 지속적인 하락)을 가지기보다는, 짧은 주기 안에 위아래로 매우 강하게 흔들리는 동적 패턴을 보이기 때문입니다. 실제로 시세 변동 지수가 11.0%로 매우 높은 편에 속합니다. 최근 흐름을 살펴보면 매월 중순을 전후하여 가격이 급등하는 경향이 관찰됩니다. 6월 중순 최고 70,982원, 7월 중순 최고 70,272원, 8월 중순에는 최고 72,389원까지 치솟으며 7만 원 선을 돌파하는 강한 상승세를 보였습니다. 반면 가격이 급등한 직후에는 공급량 회복과 함께 다시 2만 원에서 3만 원대까지 빠르게 하락하는 패턴이 반복되었습니다. 물량과 가격의 상관관계를 보면 대체로 하루 반입량이 1,000kg 미만으로 떨어질 때 가격이 폭등하는 현상이 발생하며, 반입량이 2,000kg 이상으로 늘어나면 가격이 3만 원대로 안정되는 전형적인 수급 법칙을 충족하고 있습니다.4. 향후 시장 동향 예측
가장 최근인 9월 초반 데이터를 살펴보면 하루 반입량이 2,500kg 이상으로 크게 늘어난 상태가 유지되고 있습니다. 공급 물량이 풍부해지면서 가격은 폭등세 없이 3만 원대 중반에서 4만 원대 후반 사이에서 안정적인 보합세를 형성하고 있습니다. 가을철로 접어들면서 산지 출하량이 안정적으로 유지된다면 당분간은 과거처럼 7만 원을 초과하는 급격한 폭등 가능성은 낮을 것으로 보입니다. 다만 기상 악화로 인해 수확 작업이 일시적으로 중단되거나 물량이 1,500kg 이하로 급감할 경우, 언제든 5만 원 이상으로 가격이 반등할 수 있는 변동성을 내포하고 있으므로 주의가 필요합니다.5. 매입/매출 시기 조절 및 팁
구매자(식자재 마트, 요식업계, 유통업자)께서는 가격 변동 주기를 적극적으로 활용해야 합니다. 시세가 3만 원 안팎으로 떨어지는 시기나 가락시장 반입 물량이 2,000kg을 넘어서는 날을 공략하여 집중 매입하는 것이 원가 절감에 유리합니다. 가격이 5만 원 이상으로 급격히 치솟을 때는 며칠 이내에 다시 조정될 가능성이 높으므로 긴급한 물량이 아니라면 구매 시점을 잠시 늦추는 것을 권장합니다. 판매자(농가 및 출하자)의 경우에는 가락시장의 일일 반입 물량이 일시적으로 감소하는 타이밍을 노려 출하하는 것이 고단가를 받을 수 있는 비결입니다. 특히 시장 반입량이 1,000kg 이하로 예측되거나 주말 전후로 수요가 몰리는 시점을 겨냥해 출하 타이밍을 조절한다면 보다 높은 수익을 기대할 수 있습니다.
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