四海之内皆兄弟:brother的用法综述
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If you wish to succeed,you should use persistence as your good friend,experience as your reference,prudence as your brother and hope as your sentry.——Emerson
如果你希望成功,就应以恒心为良友,以经验为参谋,以谨慎为兄弟,以希望为哨兵。 ——爱默生
一、关于brother,你应该知道的用法有
interj.
我的老兄
n.
1.兄弟
Must your brother tag along with us everywhere we go?
你兄弟干吗总紧跟着我们?
2.教友
The voice of the surf heard now and then was a positive pleasure, like the speech of a brother.
偶尔听到一阵浪涛声,就象听到教友演说,心里感到由衷的高兴。
3.同事;战友;同志;同胞
He told reporters he'd come to be with his Latvian brothers.
他告诉记者他是来支持拉脱维亚同胞的。
二、你知道brother和哪些词更搭吗?
soul brother
n.黑人男子
half brother
同父异母兄弟,同母异父兄弟
little brother
弟弟;副气旋
big brother
n "老大哥"(英国小说>中的独裁者)
三,学会brother的用法了吗?来做个测试吧!
You mustn't run to your elder ____ with every problem.
你千万不要一遇到难题就向哥哥求助。
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