数学智力题:箱子的重量为多少?
数学智力题:箱子的重量为多少?下图是一个平衡的天平。请问问号处箱子(杠杆作用忽略不计)的重量为多少?
http://www.aoshu.com/e/20181122/data:image/png;base64,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
答案:箱子的重量为3个单位。
页:
[1]