2026년 7월 2주차 기준, 부산반여농산물시장의 팽이버섯 팽이1호[상] 5kg 규격에 대한 최근 시세 분석 자료입니다.
![버섯류 > 팽이버섯 > 팽이1호[상] (5kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhius2wY_U5zhF11B493_lRRGmHFSEoZBHj_httf8F_MuusJgmTVERyL51zZ11Nn3ozHAc3PNf0d0CMUJLMUCydFHiMC0GDLvJVqesndVGR97TEpVDejXsCDiemyLEzTLlmsefH4OafC6TgWYEWMyVprdJn7-d3rv86Y1V8fAzcEt93q-RmWZbVZV4ZsAc/s1600-rw/1705.png)
우리 식탁에서 가장 친숙하게 만날 수 있는 버섯 중 하나인 팽이버섯은 찌개, 전골, 구이 등 다양한 요리에 필수적으로 활용되는 대표적인 대중 식재료입니다. 소비가 꾸준한 만큼 도매시장에서의 가격 흐름을 파악하는 것이 유통업 종사자나 대량 소비처에 매우 중요한 요소가 됩니다. 부산 지역 농산물 유통의 중심지인 반여농산물시장에서 거래된 팽이1호[상] 5kg 상품의 최근 가격 추이와 변동 요인을 상세히 짚어보고, 앞으로의 시장 흐름을 예측해 보겠습니다.
![버섯류 > 팽이버섯 > 팽이1호[상] (5kg) 추세 그래프](data:image/png;base64,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)
최근 약 1년간 부산반여시장에서 거래된 팽이1호[상] 5kg 상품의 일별 평균 가격 흐름을 시각적으로 나타낸 추세 그래프입니다. 가격의 등락 주기와 전반적인 우하향 추세를 한눈에 파악하실 수 있습니다.

![버섯류 > 팽이버섯 > 팽이1호[상] (5kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhius2wY_U5zhF11B493_lRRGmHFSEoZBHj_httf8F_MuusJgmTVERyL51zZ11Nn3ozHAc3PNf0d0CMUJLMUCydFHiMC0GDLvJVqesndVGR97TEpVDejXsCDiemyLEzTLlmsefH4OafC6TgWYEWMyVprdJn7-d3rv86Y1V8fAzcEt93q-RmWZbVZV4ZsAc/s1600-rw/1705.png)
버섯류 > 팽이버섯 > 팽이1호[상] (5kg)
우리 식탁에서 가장 친숙하게 만날 수 있는 버섯 중 하나인 팽이버섯은 찌개, 전골, 구이 등 다양한 요리에 필수적으로 활용되는 대표적인 대중 식재료입니다. 소비가 꾸준한 만큼 도매시장에서의 가격 흐름을 파악하는 것이 유통업 종사자나 대량 소비처에 매우 중요한 요소가 됩니다. 부산 지역 농산물 유통의 중심지인 반여농산물시장에서 거래된 팽이1호[상] 5kg 상품의 최근 가격 추이와 변동 요인을 상세히 짚어보고, 앞으로의 시장 흐름을 예측해 보겠습니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-07-07 | 6,147 | 6,147 | 6,147 | - | 1년전 |
| 2026-04-07 | 6,500 | 6,500 | 6,500 | 1,000 | |
| 2026-04-08 | 6,700 | 6,700 | 6,700 | 1,000 | |
| 2026-04-10 | 7,900 | 7,900 | 7,900 | 1,000 | |
| 2026-04-11 | 8,000 | 8,000 | 8,000 | 1,000 | |
| 2026-04-13 | 10,000 | 10,000 | 10,000 | 1,000 | 최고 |
| 2026-04-14 | 9,800 | 9,800 | 9,800 | 1,000 | |
| 2026-04-15 | 8,100 | 9,600 | 8,850 | 800 | |
| 2026-04-17 | 7,800 | 7,800 | 7,800 | 1,000 | |
| 2026-04-18 | 7,600 | 7,600 | 7,600 | 1,000 | |
| 2026-04-20 | 7,000 | 7,000 | 7,000 | 1,000 | |
| 2026-04-21 | 6,800 | 6,800 | 6,800 | 1,000 | |
| 2026-04-22 | 6,300 | 6,300 | 6,300 | 1,000 | |
| 2026-04-23 | 6,000 | 6,000 | 6,000 | 1,000 | |
| 2026-04-24 | 5,800 | 5,800 | 5,800 | 1,000 | |
| 2026-04-25 | 5,800 | 5,800 | 5,800 | 1,000 | |
| 2026-04-27 | 5,800 | 5,800 | 5,800 | 1,000 | |
| 2026-04-28 | 5,600 | 5,600 | 5,600 | 1,000 | |
| 2026-05-01 | 7,500 | 7,500 | 7,500 | 1,000 | |
| 2026-05-02 | 8,000 | 8,000 | 8,000 | 1,000 | |
| 2026-05-04 | 9,000 | 9,000 | 9,000 | 1,000 | |
| 2026-05-05 | 7,500 | 7,500 | 7,500 | 1,000 | |
| 2026-05-06 | 6,500 | 6,500 | 6,500 | 1,000 | |
| 2026-05-07 | 7,000 | 7,000 | 7,000 | 1,000 | |
| 2026-05-08 | 6,800 | 6,800 | 6,800 | 1,000 | |
| 2026-05-09 | 7,000 | 7,000 | 7,000 | 1,000 | |
| 2026-05-11 | 6,500 | 6,500 | 6,500 | 1,000 | |
| 2026-05-12 | 6,300 | 6,300 | 6,300 | 1,000 | |
| 2026-05-13 | 6,000 | 6,000 | 6,000 | 1,000 | |
| 2026-05-14 | 6,200 | 6,200 | 6,200 | 1,000 | |
| 2026-05-15 | 6,000 | 6,000 | 6,000 | 1,000 | |
| 2026-05-16 | 5,600 | 5,600 | 5,600 | 1,000 | |
| 2026-05-19 | 5,500 | 5,500 | 5,500 | 1,000 | |
| 2026-05-20 | 5,500 | 5,500 | 5,500 | 1,000 | |
| 2026-05-22 | 5,300 | 5,300 | 5,300 | 1,000 | |
| 2026-05-23 | 5,300 | 5,300 | 5,300 | 1,000 | |
| 2026-05-25 | 5,600 | 5,600 | 5,600 | 1,000 | |
| 2026-05-26 | 5,300 | 5,300 | 5,300 | 1,000 | |
| 2026-05-27 | 5,300 | 5,300 | 5,300 | 1,000 | |
| 2026-05-28 | 5,200 | 5,200 | 5,200 | 1,000 | |
| 2026-05-29 | 5,100 | 5,100 | 5,100 | 500 | |
| 2026-05-30 | 5,300 | 5,300 | 5,300 | 1,000 | |
| 2026-06-01 | 5,500 | 5,500 | 5,500 | 1,000 | |
| 2026-06-02 | 5,200 | 5,200 | 5,200 | 1,000 | |
| 2026-06-04 | 5,300 | 5,300 | 5,300 | 1,000 | |
| 2026-06-05 | 5,000 | 5,500 | 5,250 | 1,150 | |
| 2026-06-06 | 5,200 | 5,200 | 5,200 | 1,000 | |
| 2026-06-08 | 7,000 | 7,500 | 7,250 | 1,250 | |
| 2026-06-09 | 6,000 | 6,000 | 6,000 | 1,000 | |
| 2026-06-10 | 6,000 | 6,000 | 6,000 | 1,000 | |
| 2026-06-11 | 7,000 | 7,000 | 7,000 | 1,000 | |
| 2026-06-12 | 7,000 | 7,500 | 7,250 | 1,245 | |
| 2026-06-13 | 7,800 | 7,800 | 7,800 | 1,000 | |
| 2026-06-15 | 6,900 | 6,900 | 6,900 | 1,000 | |
| 2026-06-16 | 6,800 | 6,800 | 6,800 | 1,000 | |
| 2026-06-17 | 6,500 | 6,500 | 6,500 | 500 | |
| 2026-06-18 | 6,200 | 6,700 | 6,367 | 750 | |
| 2026-06-19 | 4,500 | 4,500 | 4,500 | 600 | |
| 2026-06-20 | 5,500 | 5,500 | 5,500 | 1,000 | |
| 2026-06-22 | 6,000 | 6,500 | 6,333 | 750 | |
| 2026-06-24 | 6,200 | 6,200 | 6,200 | 1,000 | |
| 2026-06-25 | 5,100 | 5,600 | 5,267 | 1,250 | |
| 2026-06-26 | 5,600 | 5,600 | 5,600 | 1,000 | |
| 2026-06-27 | 4,800 | 4,800 | 4,800 | 1,000 | |
| 2026-06-29 | 4,000 | 5,000 | 4,500 | 800 | 최저 |
| 2026-06-30 | 5,500 | 5,500 | 5,500 | 1,000 | |
| 2026-07-01 | 5,200 | 5,200 | 5,200 | 1,000 | |
| 2026-07-02 | 5,000 | 5,000 | 5,000 | 1,000 | |
| 2026-07-03 | 5,000 | 5,000 | 5,000 | 1,000 | |
| 2026-07-06 | 6,500 | 6,500 | 6,500 | 500 | |
| 2026-07-07 | 6,000 | 6,500 | 6,300 | 1,300 | 최근 |
버섯류 > 팽이버섯 > 팽이1호[상] (5kg) 상세 데이터
2. 추세 그래프 분석
버섯류 > 팽이버섯 > 팽이1호[상] (5kg) 추세 그래프
• 일 평균 상승폭: -31.65원
• 그래프 신뢰도(R²): 30.04% (70건)
• 시세 변동 지수: 11.8%
최근 약 1년간 부산반여시장에서 거래된 팽이1호[상] 5kg 상품의 일별 평균 가격 흐름을 시각적으로 나타낸 추세 그래프입니다. 가격의 등락 주기와 전반적인 우하향 추세를 한눈에 파악하실 수 있습니다.
3. 가격 변동 추세 및 흐름 분석
최근 분석 기간 동안의 팽이1호[상] 5kg 상품은 하루 평균 약 31.65원씩 하락하는 완만한 우하향 흐름을 보였습니다. 시세 변동 지수는 11.8%로 나타나 전체적으로 가격이 급격하게 요동치기보다는 일정 범위 내에서 등락을 반복하는 경향을 보여줍니다. 추세 그래프의 신뢰도는 30.04% 수준으로, 전반적인 하향 곡선 속에서도 특정 시기의 계절적 요인이나 이벤트에 따른 단기적인 변동성이 존재함을 의미합니다. 시기별 상세 흐름을 살펴보면 다음과 같은 특징이 발견됩니다. 첫째, 2026년 4월 초순에는 6,000원대 중반에서 시작하여 4월 11일~13일 사이에 최고 10,000원까지 급등하는 모습을 보였습니다. 이후 점진적으로 하락하여 4월 말에는 5,600원~5,800원 선까지 떨어지며 안정세를 찾았습니다. 둘째, 5월 초순인 가정의 달 연휴 기간(5월 1일~4일)에는 일시적인 수요 증가로 인해 최고 9,000원까지 시세가 반등하였습니다. 하지만 연휴가 끝난 직후부터 급격히 하향 조정되어 5월 하순에는 5,100원~5,300원 대의 낮은 가격대를 형성하였습니다. 셋째, 6월 중순에도 한 차례 공급량 조절 및 수요 변화로 인해 7,800원까지 가격이 올랐으나, 6월 말로 갈수록 다시 4,500원까지 떨어지며 연중 최저점 수준을 기록하기도 했습니다. 7월 초 현재는 다시 반등하여 6,300원 선에 거래되고 있습니다.4. 향후 시장 동향 예측
팽이버섯은 일정한 시설에서 재배되는 품목 특성상 기후 변화에 따른 급격한 공급량 변화는 적은 편입니다. 따라서 가격 결정의 주된 원인은 수요의 증감에 있습니다. 장기 추세가 하루 평균 31.65원씩 완만하게 하락하는 흐름을 보이고 있는 만큼, 특별한 수요 급증 요인이 없다면 당분간은 5,000원대 중반에서 6,000원대 초반 사이의 안정적인 박스권 시세를 형성할 것으로 예상됩니다. 다만, 연휴나 휴가철, 명절 전후 등 소비가 집중되는 시기에는 일시적으로 7,000원~9,000원 선까지 단기 급등할 가능성이 늘 존재하므로, 달력상의 주요 일정과 연계한 수요 예측이 필요합니다.5. 매입/매출 시기 조절 및 팁
대량 매입이 필요한 식자재 유통업체나 요식업체에서는 월말 시기를 주목하는 것이 좋습니다. 분석 결과를 보면 매월 중순에 가격이 고점을 찍은 후 매월 하순(25일~30일 사이)으로 갈수록 가격이 5,000원 초반대까지 떨어지는 경향이 뚜렷하게 관찰됩니다. 따라서 집중 매입은 월말에 진행하는 것이 원가 절감에 유리합니다. 반면, 상품을 출하하는 농가나 도매 유통업자의 경우에는 주말 직전이나 공휴일 직전 등 수요가 몰리는 주 초순 및 주 중반 거래 시기를 겨냥하여 출하량을 조절하는 것이 마진 확보에 유리할 것입니다. 특히 5월 초나 6월 중순과 같이 단기 고점이 형성되는 타이밍을 선제적으로 파악하여 유통 재고를 관리하는 전략이 요구됩니다.
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