Category ""
ADVERTISING
因此千万不要以为所以B罩杯都是特别小的，85B，胸围都有97.5cm了，和70H、75F、80D是一样的胸围哦。穿宽松点的衣服感觉比70D还要大！一只手完全握不住！70E=75D=80C=85B 也千万不要以为所以B罩杯就是不算小的，70B，胸围只有82.5cm了，基本就
底围是计算cup的重要指数，基本与姑娘骨架大小和胖瘦相关。一般来说，胖姑娘和魁梧姑娘的底围大；瘦姑娘和纤细姑娘的底围小。所谓“大”，一般是指80cm及以上；所谓小，一般是指70cm及以下。75cm的姑娘就是匀称适中的，我们视线所及的正常姑娘大部分
从这个表格可以看出，大部分的大罩杯，并不是大家概念中的大胸。以70F为例，圆盘型和半球型的65F给人的感觉是“像是B-C杯那样中等大小的胸“，只有纺锤型70F才可能会让人觉得是”像D杯那样大胸“了。
B cup为上胸围和下胸围差距 12.5 cm, 所以上胸围即可用以下算式求得: 上胸围 = 75 + 12.5 = 87.5 cm 对照一下换算表, 是在89~91 cm的范围, 有点误差, 不过cup的算法是有点range的, B也有分 B－, B, B＋, 所以这个算法还是正确的。 (3) 32C 和 34C 都是 C cup
Prove $ (A \cup B) \cap C$ = $(A \cap C) \cup (B \cap C) $ Starting from the left side, $ (A \cup B) \cap C = $ By distributive law, ( distributing the $\cap C$), we have $ (A \cap C ) \cup (B \cap C) = $ Therefore, $ (A \cap C ) \cup (B \cap C) = (A \cap C) \cup (B \cap C)$ If I start from the right, I have = $(A \cap C) \cup (B \cap C) $
Consider the mechanism of a "truth table" where "true" means "is contained in set X" and "false" means "is not contained in set X":
Stack Exchange Network. Stack Exchange network consists of 183 Q&A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers.
The equality you mention results in: $$\lambda(A\cup B)=\lambda(A\cap B^c)+\lambda(A\cap B)+\lambda(A^c\cap B)$$ because we are dealing with a union of disjoint sets.
是个人穿着的原因还是说B CUP也有等级之分？ 身边的例子，就不上图了。反正就是很挺拔 而且最让我疑惑的是 在一片好大，好大的评论中 有的人一眼就看
That conclusion would be as wrong as it is to claim $\operatorname{int}(A\cup B) = \operatorname{int}(A)\cup\operatorname{int}(B)$. For a claim (with parameters) that is sometimes true and sometimes false, the best you can do is to prove that it is not always true (and subsequently that it is not always false).