英语自学网 发表于 2016-12-28 19:28:14

一路平坦:flat有几种用法

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
       
        Yeah, you got a match? - You're gonna love it.
        It's a perfect match. Gun was a.38 Smith.
        In Buckingham. - The Flats?
       
                                                                                     ——Mystic River
        是啊,你有匹配的吗? - 你会喜欢它。
        这是一个完美的匹配。 枪是a38史密斯。
        在白金汉。 - 公寓?
       
                                                                                               ——《神秘河》
        一、下面我们来看看flat有几种含义
        adj.
        1.平坦的;扁平的
        Tiles can be fixed to any surface as long as it's flat, firm and dry.
        只要表面平整、坚固而且干燥,瓷砖就可以贴住。
        2.浅的
        A fox invited a stork to dinner, at which the only food he provided was a large flat dish of soup.
        狐狸邀请鹳共进午餐,仅有的食物是用大浅盘盛着的汤。
        3.单调的
        It was like my own marsh country, flat and monotonous.
        这地方很像我故乡的沼地,景色单调,索然无趣。
        adv.
        1.平直地
        The plant is growing flat along the ground.
        这植物沿着地面平直地生长着。
        2.断然地
        I told him flat.
        我断然地告诉他。
        n.
        1.平面,平地
        Mercury also has some large flats.
        水星上也有一些大片的平坦地带。
        2.(楼房的)一层
        Mr Mckee was a pale, feminine man from the flat below.
        麦基先生是住在楼下一层的一个白净的、女人气的男人。
        3.公寓
        Both, before they married, has pleasant flats, but they felt it unwise to base a marriage on either flat.
        两人在结婚之前各自都有舒适的公寓房间,但他们觉得,在任何一方的公寓房间里结婚都是不明智的。
        4.降半音;降半音符号
        Now she's singing G flat.
        现在她正以G调降半音的音调演唱。
        v.
        1.(使)变平
        Cardboard with corrugations can be glued to flat it on one or both sides.
        有皱褶的纸板可用胶水将单面或双面变平。
        2.(使)降半音
        She could tell the approach of the milkman by the whistled notes that somehow always flatted.
        她能从那总是偏低的口哨声听出送奶人的到来。
       
        二、词义辨析:还有哪些词表示“平坦”呢?
        even, flat, level, smooth
        这些形容词都有“平的,平坦的”之意。
       
        even通常指平面上的各点或一条直线的各点处在同一平面或直线上。
       
        flat指光滑平整的表面,但不一定是水平的。
       
        level强调没有高低之处,且在同一水平面,可引申指才能相等或与相邻某物平行。
       
        smooth侧重指表面十分平滑,无任何粗糙的感觉。引申作圆滑解。
       
        三、你知道flat和哪些词更搭吗?
        fall flat
        跌倒,失败;不起作用;不能引起兴趣
        flat file
        n. 扁锉
        flat out
        精疲力竭,疲惫不堪;鼓足干劲,全力以赴;终成泡影,终于失败
        flat tire
        车胎爆了,车胎跑气
       
        四,学会flat的用法吗?来做个测试吧!
       
        It's cheaper for you to hire a ____ when you stay in Europe.
        你在欧洲停留期间,租借一套公寓住可省一些钱。
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查看完整版本: 一路平坦:flat有几种用法