多重选择:alternative常见含义精讲
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Not at these coordinates. - Yes, sir.
Go ahead and plot an alternate.
Yes, sir.
——Shooter
不在这些坐标。 - 是的先生。
继续前进,绘制另外的选择。
是的先生。
——《生死狙击》
一、关于alternative,你应该知道的用法有
adj.
1.供选择的,选择性的;两者择一的
We have two alternative courses, surrender or death.
我们只有两条路,投降或死亡。
2.交替的
French and English are not alternative courses.
法语和英语并不是交替开设的课程。
3.非正统的,不寻常的
If you like alternative comedy you'll love this book.
如果你喜欢另类喜剧的话,你就会喜欢这本书。
4.可替代的,两者挑一的
The alternative book to study for the examination is War and Peace.
这门考试可以选读的另外一本书是《战争与和平》。
n.
1.二中择一,取舍
You have the alternative of marrying or remaining a bachelor.
你可以结婚也可以仍做单身汉,任你选择。
2.供替代的选择;可供选择的事物
Conciliation is meaningful only if one is thought to have an alternative.
只有当一个人被认为有选择余地时,和解才是有意义的。
二、词义辨析:哪些词还表示相同含义呢?
choice, alternative, preference, option, selection, election
这些名词均含有“选择”之意。
choice侧重指自由选择的权利或特权。
alternative指在相互排斥的两者之间作严格的选择,也可指在两者以上中进行选择。
preference侧重因偏见、爱好或判断等而进行选择。
option着重特别给予的选择权利或权力,所选物常常相互排斥。
selection指作广泛的选择,着重选择者的识别力或鉴赏力。
election强调目的和达到目的判断能力。
三、含有alternative的常见短语
as an alternative
as an alternative to sth/doing sth 作为...的替换
四,学会alternative的用法了吗?来做个测试吧!
He said there is no ____ for him but to maintain order under any circumstances.
他说,他没有任何选择,在任何情况下他只有去维持秩序。
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