最早是飲用不同的酒，選用不同的酒杯，杯的容量是最爲重要的，歷史上用盎司（英語是Ounce，簡寫成oz）作爲酒的液量單位。 16盎司 英美單位制都有這一單位，略有不同，如英制1盎司爲28.41ml；美製1盎司爲29.57ml。 16盎司摺合1品脫（美製）。 16盎司 雖然我們竭盡全力地去確保此網站的公制轉換計算器和轉換表的準確性，但是我們不能承諾萬無一失，也不對任何所犯的錯誤負相關責任。
- 此外，一個包裹的運輸重量有的時候會被調整為包裹箱子的體積重量（基於包裹的長寬高）。
- 本網站銷售的商品從生產到規格均為美國標準，可能與買家所在地標準不同，購買前請務必知悉。
- 除了這兩種最常見計量單位，「盎司」其實還能用來衡量金屬、藥品等等。
- 至於咖啡廳常見的8oz、12oz和16oz，屬於「液盎司」，符號為fl.
- 易變質商品（如亞麻油或某些益生菌）效期一般較短。
- 一磅大約是 454 克，相當於十六盎司。
- 如果您發現了我們網站的錯誤，我們會非常感謝您能用此頁面頂端的聯繫鏈結回饋給我們，我們會盡力以最快的速度去改正。
符號爲ounce或oz，等於28.3495克。 常衡制的一種質量單位[ounce (縮寫oz)]，英語ounce的譯音，香港譯作安士。 符號為ounce或oz，等於28.3495克。
16盎司: 克 到 盎司 轉換器
如果您發現了我們網站的錯誤，我們會非常感謝您能用此頁面頂端的聯繫鏈結回饋給我們，我們會盡力以最快的速度去改正。 除了這兩種最常見計量單位，「盎司」其實還能用來衡量金屬、藥品等等。 學會了盎司如何換算，下次到牛排館或咖啡廳，你就不必再問一一詢問過店員啦。 至於咖啡廳常見的8oz、12oz和16oz，屬於「液盎司」，符號為fl. Oz，用於計算容量的單位，通用於計算酒類飲品。 臺灣人多數人較熟悉的容量標示則是S、M、L杯。
- 臺灣人多數人較熟悉的容量標示則是S、M、L杯。
- 一磅約為一品脫（不到 0.5升）水的重量，因此有這樣的俗語“一品脫一磅，世界就是這樣”。
- 所以您在購買某款商品的時候， 可能有時候正遇到信息在更新等待隊列中。
- 您可隨時取消訂閱，方法是點擊每封電子郵件中的“取消訂閱”連結。
- 英美單位制都有這一單位，略有不同，如英制1盎司為28.41ml；美製1盎司為29.57ml。
16盎司摺合1品脫（美製）。 舊時銀行按舊衡制收進的黃金，都要按1兩（舊制）等於1.0047盎司摺合入庫，就是說，舊制1兩比1盎司略多一點。 實行的新度量衡制，1盎司就等於31.1035克，也就是等於市斤制的0.622兩。 您的電子郵寄地址將被用於向您發送健康新聞郵件以及有關 iHerb 產品、服務、促銷和特別優惠活動的電子郵件。 您可隨時取消訂閱，方法是點擊每封電子郵件中的“取消訂閱”連結。
16盎司: 轉換 克 到 盎司
雖然產品可能會偶爾發貨替代包裝，但正品品質和新鮮度始終有保證。 我們建議您在使用產品前閱讀所有的產品標簽、警告和說明，而不是僅依賴iHerb網站提供的信息。 本網站銷售的商品或相關陳述，未經美國食品與藥品管理局認證，不具有預防疾病或治療功能，不能代替藥物，不被用於診斷、治療、治癒、支持或緩解任何疾病。 本網站銷售的商品從生產到規格均為美國標準，可能與買家所在地標準不同，購買前請務必知悉。 常衡制的一種質量單位[ounce 16盎司2025 16盎司2025 (縮寫oz)]，英語ounce的譯音，香港譯作安士。
一磅約為一品脫（不到 16盎司2025 0.5升）水的重量，因此有這樣的俗語“一品脫一磅，世界就是這樣”。 所以我們既使用液量盎司也使用乾量盎司來測量重量，並且它們在英制和美製度量衡中也是不同的。 一磅大約是 454 克，相當於十六盎司。
16盎司: 重量換算公式
這是一個可以將盎司轉換為克，或克轉換為盎司的重量單位轉換工具， 輸入的數值可以接受小數點或分數。 計算結果加上了公式，虛擬秤和指針， 讓我們很容易地理解計算過程， 並輕鬆轉換英制和公制重量單位的。 一磅大約是 454 克，相當於十六盎司。
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” width=”605px” alt=”16盎司”/>
如需瞭解更多有關我們使用您的個人資訊以及您的權利的資訊，請查看我們的隱私政策。 包裹的運輸重量包括產品、保護性包裝材料、和包裹的箱子。 此外，一個包裹的運輸重量有的時候會被調整為包裹箱子的體積重量（基於包裹的長寬高）。 請注意，某些類型的產品（例如玻璃容器、液體、易碎、冷藏、或冰塊包裝）通常需要保護性包裝材料，因此，這些類型的產品會反映出較高的運輸重量。 我們的進貨部門會全力核實並正確標註所有進貨商品的效期。 誠然，日期不一致的情況的確偶爾會發生。
16盎司: 盎司 到 克 轉換器
儘管如此，iHerb 的高周轉率依舊確保了我們的庫存是行業中特新鮮的。 易變質商品（如亞麻油或某些益生菌）效期一般較短。 我們的倉儲中心完全溫控，這些易變質商品更是被冷藏儲存（冷凍或冷藏庫），以保持特佳新鮮度。
舊時銀行按舊衡制收進的黃金，都要按1兩（舊制）等於1.0047盎司摺合入庫，就是説，舊制1兩比1盎司略多一點。 實行的新度量衡制，1盎司就等於31.1035克，也就是等於市斤制的0.622兩。 最早是飲用不同的酒，選用不同的酒杯，杯的容量是最為重要的，歷史上用盎司（英語是Ounce，簡寫成oz）作為酒的液量單位。 英美單位制都有這一單位，略有不同，如英制1盎司為28.41ml；美製1盎司為29.57ml。
16盎司: 盎司和克的換算
如：金衡盎司（常見於金銀等貴金屬的計量中）、藥衡盎司、紡織盎司、常衡盎司等。 液盎司（Fluid ounce，又稱「液量盎司」或「液體盎司」）是容量計量單位，符號爲fl. 注意英制液盎司和美製液盎司的容量略微不同。 IHerb一直努力確保其商品圖像和信息的準確性，但製造商對包裝和/或配料的一些變更，我們網站也需要時間來更新。 所以您在購買某款商品的時候， 可能有時候正遇到信息在更新等待隊列中。
在印刷電路板及柔性印刷電路板的製作中，會用盎司表示其銅箔的厚度，1盎司銅箔表示在一平方英尺的面積上舖重量一盎司的銅，相當於0.034公釐或1.3密耳。
16盎司: 產品概述
一磅約爲一品脫（不到 0.5升）水的重量，因此有這樣的俗語“一品脫一磅，世界就是這樣”。 所以我們既使用液量盎司也使用乾量盎司來測量重量，並且它們在英制和美製度量衡中也是不同的。 由於被稱量的對象不同，一盎司體積的重量也有不同，逐漸按行業統一出來有不同的重量。 如：金衡盎司（常見於金銀等貴金屬的計量中）、藥衡盎司、紡織盎司、常衡盎司等。 16盎司2025 由於被稱量的對象不同，一盎司體積的重量也有不同，逐漸按行業統一出來有不同的重量。
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” width=”602px” alt=”16盎司”/>