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https://netholiday.reh.tw/add/?Title= 在大氣壓力為1大氣壓的地方利用水銀做托里切利實驗,因操作不當使管內留有少許空氣,測得結果如圖所示,若將此裝置移至真空室內,則此時管內的水銀面與管外相較會如何? 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&Answer=較低&Source=Plugin 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較低

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