英语自学网 发表于 2016-12-27 19:45:46

付出代价:cost的用法综述

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
       
        We must believe that we are gifted for something, and that this thing, at whatever cost, must be attained. —— Madame Curie
        我们应该相信,我们的天赋是要用来做某种事情的,无论代价多么大,这种事情必须做到。——居里夫人
        一、关于cost,你应该知道的用法有
        n.
        1.费用
        The cost of a loaf of bread has increased five-fold.
        一条面包的价钱增长了4倍。
        2.代价;成本;损失
        The fire was put out at the cost of a fireman's life.
        这场火灾是以一位消防队员生命的代价才扑灭的。
        v.
        1.花费
        These chairs cost 40 each.
        这些椅子每把价钱为40英镑。
        2.使付出
        His errors cost him dear.
        他的错误使他付出很高的代价。
        3.估价,估计成本
        Everything that goes into making a programme, staff, rent, lighting, is now costed.
        制作节目的所有成本:人工、租用场地、灯光现在都已经估算了。
       
        二、词义辨析:哪些词还表示“价格,费用”呢?
        charge, price, fee, fare, cost, expense
        这些名词均有“价格,费用”之意。
       
        charge指提供服务时索取的费用,也指货物的价格、价钱。
       
        price指商品在市场出售的价格,尤指卖方对商品所提出的单价。比喻意义指付出的代价。
       
        fee指上学、求医以及找律师等付的费用,还可指会费、借书费等。
       
        fare侧重指旅行时所付的车、船费等费用。
       
        cost指生产某东西的成本,也泛指商品的价格,可与price换用。
       
        expense常指实际支付的费用总数额,有时也指钱的花费。
       
        三、你知道cost和哪些词更搭吗?
        at any cost
        adv.=at all costs无论如何
        average cost
        平均成本,平均费用
        borrowing cost
        借款成本
        capital cost
        主要费用,基本投资,基建费用,投资性成本
        carrying cost
        财产维持费
       
        四,学会cost的用法了吗?来做个测试吧!
        They deducted the _____of the broken window from his allowance.
        他们从他的津贴中扣除损坏窗户的费用。
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