2026년 9월 둘째 주, 서울가락시장에서 거래된 당근(일반) 특등급 20kg 포장단위의 최신 시세 분석 정보입니다.
![근채류 > 당근 > 당근(일반)[특] (20kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcq9klqGbXoIdii7L7ceYD9g63-9IQ9cVkA0RP8wRJ_s82aEnJ8F-zILvSbnPjkY5l_5tXyJDymN0JtPOjaLX_Q5V1RAjh96b5Qtr7sMOC-qYdQYFm0aDzDkNKPDKEBIVOOh7wTLOcB-DNrskmuCO0NcFi46Fec5CK3HyH0_3rMj9zkfH8WcPkZZUqPRc/s1600-rw/1103.png)
최근 서울가락시장의 당근(일반) 특등급 시세는 극심한 가격 변동성을 보이며 예측 불허의 흐름을 이어가고 있습니다. 공급 물량의 미세한 변화에도 가격이 크게 요동치고 있어, 현명한 매입과 매출 타이밍을 잡기 위해 세심한 시장 관찰이 필요한 시점입니다.
![근채류 > 당근 > 당근(일반)[특] (20kg) 추세 그래프](data:image/png;base64,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)
최근 거래 기간 동안의 가격 변동 추이를 직관적으로 보여주는 그래프입니다. 전반적인 상승 흐름 속에서도 단기적인 가격 급락과 급등이 반복되는 패턴을 한눈에 확인할 수 있습니다.

![근채류 > 당근 > 당근(일반)[특] (20kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcq9klqGbXoIdii7L7ceYD9g63-9IQ9cVkA0RP8wRJ_s82aEnJ8F-zILvSbnPjkY5l_5tXyJDymN0JtPOjaLX_Q5V1RAjh96b5Qtr7sMOC-qYdQYFm0aDzDkNKPDKEBIVOOh7wTLOcB-DNrskmuCO0NcFi46Fec5CK3HyH0_3rMj9zkfH8WcPkZZUqPRc/s1600-rw/1103.png)
근채류 > 당근 > 당근(일반)[특] (20kg)
최근 서울가락시장의 당근(일반) 특등급 시세는 극심한 가격 변동성을 보이며 예측 불허의 흐름을 이어가고 있습니다. 공급 물량의 미세한 변화에도 가격이 크게 요동치고 있어, 현명한 매입과 매출 타이밍을 잡기 위해 세심한 시장 관찰이 필요한 시점입니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-09-12 | 29,023 | 31,395 | 30,242 | - | 1년전 |
| 2026-07-28 | 23,500 | 23,500 | 23,500 | 3,260 | |
| 2026-08-05 | 5,000 | 5,000 | 5,000 | 3,340 | 최저 |
| 2026-08-24 | 13,000 | 35,000 | 27,875 | 10,000 | |
| 2026-08-28 | 32,000 | 42,000 | 38,000 | 10,000 | 최고 |
| 2026-09-01 | 0 | 42,000 | 23,767 | 3,500 | |
| 2026-09-03 | 22,000 | 45,000 | 28,444 | 2,667 | |
| 2026-09-07 | 22,000 | 43,000 | 35,982 | 3,089 | |
| 2026-09-10 | 20,000 | 41,000 | 30,958 | 5,060 | |
| 2026-09-12 | 21,000 | 33,000 | 27,000 | 2,530 | 최근 |
근채류 > 당근 > 당근(일반)[특] (20kg) 상세 데이터
2. 추세 그래프
근채류 > 당근 > 당근(일반)[특] (20kg) 추세 그래프
• 일 평균 상승폭: 404.61원
• 그래프 신뢰도(R²): 6.50% (17건)
• 시세 변동 지수: 9.6%
최근 거래 기간 동안의 가격 변동 추이를 직관적으로 보여주는 그래프입니다. 전반적인 상승 흐름 속에서도 단기적인 가격 급락과 급등이 반복되는 패턴을 한눈에 확인할 수 있습니다.
3. 가격 변동 추세 및 흐름 분석
최근 한 달간 서울가락시장의 당근(일반) 특등급 20kg 시세는 매우 동적인 흐름을 보였습니다. 분석 기간 동안 일 평균 404.61원의 미세한 상승세를 나타냈으나, 내부적인 가격 요동은 상당히 심한 편이었습니다. 특히 시세 변동 지수가 9.6%에 달해 단기 변동성이 매우 높은 상태입니다. 구체적으로 살펴보면, 8월 초에는 5,000원 대까지 급락했던 가격이 8월 말에 이르러서는 38,000원 선까지 수 배 이상 폭등하는 극단적인 추이를 보였습니다. 이후 9월에 접어들면서 2만 원대 후반에서 3만 원대 중반 사이에서 치열한 공방전을 벌이고 있습니다. 물량 공급이 늘어남에 따라 가격이 일시적으로 조정받는 듯 보이지만, 전반적인 수요가 받쳐주면서 하방 경직성을 유지하고 있는 상황입니다.4. 향후 시장 동향 예측
이번 분석에서 가장 주목해야 할 점은 그래프 신뢰도(R²)가 6.50%로 매우 낮다는 사실입니다. 이는 현재 당근 시장의 가격 형성 요인이 정형화된 추세를 따르기보다는 기후 요인, 당일 반입량, 대형 소비처의 수요 집중 등 외부 변수에 의해 실시간으로 결정되고 있음을 의미합니다. 따라서 단기적으로는 현재의 2만 원대 후반에서 3만 원대 초반의 박스권 흐름이 유지될 가능성이 높으나, 갑작스러운 산지 출하량 변동에 따라 언제든지 가격이 급등락할 수 있습니다. 당분간은 뚜렷한 일방향적 추세보다는 변동성 중심의 장세가 지속될 것으로 전망됩니다.5. 매입/매출 시기 조절 및 팁
시장의 높은 변동성을 고려할 때, 도소매 유통업체와 대량 소비처에서는 리스크 관리에 만전을 기해야 합니다. 구매자(매입 측)의 경우, 가격이 2만 원대 중반 이하로 일시적 조정을 받는 시기를 적극적으로 활용하여 분할 매입을 진행하는 것이 안전합니다. 한 번에 대량 매입을 하기보다는 일일 반입량을 상시 모니터링하며 분산 구매하는 전략이 유효합니다. 반면 출하자(매출 측)의 경우, 시장 가격이 3만 5천 원 선을 상회하는 시점에는 대기 물량을 신속하게 출하하여 수익을 실현하는 것이 유리합니다. 가격 신뢰도가 낮고 변동성이 큰 장세에서는 무리하게 최고가를 기대하며 출하를 늦추기보다, 적정 가격대에서 안정적인 매출을 확보하는 것이 현명한 선택입니다.
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