小学英语语法知识点:数词
小学英语语法知识点:数词表示数目多少或顺序多少的词叫数词,数词分为基数词和序数词。表示数目多少的数词叫基数词;表示顺序的数词叫序数词。
一、基数词
1)基数词写法和读法: 345 three hundred and forty-five;
2)基数词一般是单数形式,但下列情况,常用复数:
a. 与of 短语连用,表示概数,不能与具体数目连用,
如scores of people 指许多人;
b.在一些表示“一排”或“一组”的词组里;
如:They arrived in twos and threes.
他们三三两两的到达了。
c. 表示“几十岁”;
d. 表示“年代”,用 in +the +数词复数;
e. 在乘法运算的一种表示法里,
如:3 x 5 = 15 Three fives is (are) fifteen.
二、序数词
序数词的缩写形式:
first---1st second---2nd thirty-first---31st
三、 数词的用法
1)倍数表示法
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
2)分数表示法
构成:基数词代表分子,序数词代表分母。分子大于1时,分子的序数词用单数,分母序数词用复数:
1/3 one-third ; 3/37 three and three-sevenths.
页:
[1]