2026년 8월 2주차 서울가락시장 양배추(일반) 특등급 8kg 상자 시세 분석 정보입니다.
![엽경채류 > 양배추 > 양배추(일반)[특] (8kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHweRtjrsF9lppjbeuwEm3hsDqnMYXkWdezZrF7ThWPCwTv8WT2RTb0wnDq_PlkQ5367N0fNjqNHM7QFix2vVHIenT_UTBLpzTHeM8IXmHZz4r99LJErcZxD0dRlBWk5jZAYCP106b9aqpfhFJqUsO41jr0DUYMDT1_P0Mw4eSvgSQijhrOTDvKXooA3o/s1600-rw/1004.png)
최근 서울가락시장의 양배추(일반) 특등급 8kg 시세는 매우 극심한 가격 등락을 거듭하며 불안정한 변동성을 보여주고 있습니다. 장기적인 추세선은 미세한 하락세를 기록하고 있으나, 수급 조절에 따른 일별 가격 편차가 매우 커 구매와 출하 타이밍을 잡기가 그 어느 때보다 중요해진 시점입니다.
![엽경채류 > 양배추 > 양배추(일반)[특] (8kg) 추세 그래프](data:image/png;base64,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)
최근 약 두 달간 가락시장에 반입된 양배추 특등급 8kg의 가격 추이를 나타낸 그래프입니다. 단기적인 등락폭이 매우 가파르게 나타나고 있으며, 특정한 방향성 없이 위아래로 크게 흔들리는 전형적인 혼조세를 보여주고 있습니다.

![엽경채류 > 양배추 > 양배추(일반)[특] (8kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHweRtjrsF9lppjbeuwEm3hsDqnMYXkWdezZrF7ThWPCwTv8WT2RTb0wnDq_PlkQ5367N0fNjqNHM7QFix2vVHIenT_UTBLpzTHeM8IXmHZz4r99LJErcZxD0dRlBWk5jZAYCP106b9aqpfhFJqUsO41jr0DUYMDT1_P0Mw4eSvgSQijhrOTDvKXooA3o/s1600-rw/1004.png)
엽경채류 > 양배추 > 양배추(일반)[특] (8kg)
최근 서울가락시장의 양배추(일반) 특등급 8kg 시세는 매우 극심한 가격 등락을 거듭하며 불안정한 변동성을 보여주고 있습니다. 장기적인 추세선은 미세한 하락세를 기록하고 있으나, 수급 조절에 따른 일별 가격 편차가 매우 커 구매와 출하 타이밍을 잡기가 그 어느 때보다 중요해진 시점입니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-08-11 | 3,042 | 7,025 | 5,151 | - | 1년전 |
| 2026-06-25 | 1,900 | 4,300 | 2,956 | 12,048 | |
| 2026-06-26 | 2,800 | 4,100 | 3,267 | 5,760 | |
| 2026-06-27 | 2,800 | 3,500 | 3,217 | 11,520 | |
| 2026-06-29 | 3,800 | 4,700 | 4,369 | 24,000 | |
| 2026-06-30 | 3,500 | 4,800 | 4,395 | 34,456 | |
| 2026-07-01 | 4,200 | 5,000 | 4,564 | 23,040 | |
| 2026-07-02 | 3,600 | 4,600 | 4,324 | 29,360 | |
| 2026-07-03 | 3,100 | 5,900 | 4,333 | 29,268 | |
| 2026-07-04 | 3,900 | 6,000 | 4,601 | 13,220 | |
| 2026-07-06 | 4,200 | 8,600 | 5,602 | 50,280 | |
| 2026-07-07 | 5,200 | 8,300 | 6,566 | 127,416 | |
| 2026-07-09 | 4,200 | 5,900 | 4,785 | 125,120 | |
| 2026-07-10 | 3,600 | 7,300 | 4,756 | 36,224 | |
| 2026-07-11 | 3,700 | 7,100 | 5,670 | 92,216 | |
| 2026-07-13 | 2,600 | 7,200 | 4,707 | 62,932 | |
| 2026-07-14 | 2,200 | 6,000 | 3,476 | 74,084 | |
| 2026-07-15 | 1,900 | 4,800 | 3,459 | 128,576 | |
| 2026-07-16 | 1,500 | 5,000 | 2,864 | 38,171 | |
| 2026-07-17 | 1,800 | 5,200 | 3,338 | 105,680 | |
| 2026-07-18 | 3,600 | 9,500 | 5,853 | 38,344 | |
| 2026-07-20 | 4,900 | 11,200 | 8,991 | 94,976 | 최고 |
| 2026-07-21 | 2,100 | 6,300 | 3,647 | 93,760 | |
| 2026-07-22 | 1,000 | 4,700 | 2,797 | 56,680 | |
| 2026-07-23 | -4,000 | 6,000 | 2,385 | 70,496 | 최저 |
| 2026-07-24 | 1,700 | 6,900 | 3,964 | 33,878 | |
| 2026-07-25 | 1,700 | 6,900 | 4,586 | 43,064 | |
| 2026-07-27 | 1,000 | 4,600 | 3,049 | 36,293 | |
| 2026-07-28 | 2,800 | 4,900 | 4,479 | 49,373 | |
| 2026-07-29 | 2,600 | 5,400 | 4,112 | 57,488 | |
| 2026-07-30 | 2,500 | 6,300 | 4,598 | 105,304 | |
| 2026-07-31 | 2,400 | 7,400 | 4,495 | 94,620 | |
| 2026-08-03 | 2,700 | 6,100 | 4,235 | 76,880 | |
| 2026-08-04 | 2,500 | 4,600 | 3,326 | 76,708 | |
| 2026-08-05 | 1,700 | 4,600 | 2,695 | 82,504 | |
| 2026-08-06 | 1,300 | 5,200 | 2,786 | 76,980 | |
| 2026-08-07 | 1,200 | 5,200 | 3,936 | 26,309 | |
| 2026-08-08 | 2,500 | 7,100 | 4,302 | 56,976 | |
| 2026-08-10 | 3,700 | 7,300 | 5,915 | 21,982 | |
| 2026-08-11 | 2,000 | 7,600 | 5,924 | 24,243 | 최근 |
엽경채류 > 양배추 > 양배추(일반)[특] (8kg) 상세 데이터
2. 추세 그래프
엽경채류 > 양배추 > 양배추(일반)[특] (8kg) 추세 그래프
• 일 평균 상승폭: -1.19원
• 그래프 신뢰도(R²): 0.01% (39건)
• 시세 변동 지수: 26.4%
최근 약 두 달간 가락시장에 반입된 양배추 특등급 8kg의 가격 추이를 나타낸 그래프입니다. 단기적인 등락폭이 매우 가파르게 나타나고 있으며, 특정한 방향성 없이 위아래로 크게 흔들리는 전형적인 혼조세를 보여주고 있습니다.
3. 가격 변동 추세 및 흐름 분석
최근 양배추의 시장 가격 흐름을 살펴보면 안정적인 구간을 찾기 힘들 정도로 요동치고 있습니다. 6월 말 2,000원대 후반에서 형성되던 가격은 7월 초중순 들어 4,000원~5,000원 선을 유지하는 듯했으나, 7월 20일에는 일시적으로 평균 가격이 8,991원까지 치솟았습니다. 그러나 바로 다음 날인 7월 21일에는 다시 3,647원으로 반토막 이하로 급락하는 등 하루 단위의 변동이 매우 극심하게 일어났습니다. 통계적으로 살펴보면 일 평균 상승폭은 -1.19원으로 거의 변동이 없는 보합세에 가깝지만, 시세 변동 지수가 26.4%에 달해 체감하는 일일 변동성은 매우 높은 상태입니다. 또한 그래프 신뢰도(R²)가 0.01% 수준에 불과하다는 것은 현재의 가격 움직임이 장기적인 흐름이나 규칙성을 따르기보다, 그날그날의 반입량과 산지 날씨, 유통업체들의 단기 수요에 의해 즉흥적으로 결정되고 있음을 보여줍니다.4. 향후 시장 동향 예측
8월 들어 양배추 가격은 8월 5일 2,695원까지 하락했다가 다시 가파르게 반등하여 8월 11일 기준 5,924원까지 올라선 상태입니다. 기상 이변이나 산지 교체기에 따른 일시적 수급 불안 요인이 완전히 해소되지 않는 한, 당분간 이러한 고변동성 장세는 계속 유지될 가능성이 높습니다. 특히 하루 반입량이 10만kg을 크게 상회하는 날에는 일시적인 가격 폭락이 발생하고, 반대로 물량이 조금이라도 줄어들면 매수세가 집중되어 가격이 다시 5,000원대 이상으로 급등하는 악순환이 반복될 것으로 보입니다. 전체적인 공급량 자체가 바닥나지 않는 한 평년 수준의 평균가를 크게 벗어나지는 않겠지만, 일별 고점과 저점의 차이는 앞으로도 매우 크게 벌어질 전망입니다.5. 매입/매출 시기 조절 및 팁
대량 구매를 해야 하는 식자재 업체나 유통업자 입장에서는 시세가 3,000원 이하로 떨어지는 급락 시점을 철저히 노려야 합니다. 최근 흐름상 가격이 폭락한 직후 2~3일 이내에 다시 반등하는 경향이 매우 강하므로, 가격이 급감한 날을 매수 기회로 삼는 것이 단가 절감에 유리합니다. 반대로 농가와 출하자 등 공급자 입장에서는 가락시장 전체 출하 물량이 집중되는 시기를 피하고, 시세가 5,000원 이상으로 급등하는 타이밍을 겨냥해 출하량을 집중시키는 전략이 필요합니다. 하루 단위로 시세 변동이 큰 만큼, 당일 아침의 반입량 예보를 실시간으로 모니터링하여 탄력적으로 출하 시기를 조절하는 것이 수익을 극대화하는 방법입니다.
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