解析: 第3题需要填入名词的复数形式,因为"a number of"表示“许多”,后面应该接复数名词。所以,"theory"应该变为复数形式"theories"。 第4题需要填入动词的第三人称单数形式,因为主语从句"Whether she is a teacher or a doctor"作为一个整体,谓语动词应该用单数形式。所以,"remain"应该变为第三人称单数形式"...
there are two similar there aren t any there ballad called there be sb sth doing there be left there burns the flame there can be miracles there had been lush there has been confid there hasnt been any there he had a there interposed a fl there is a big hole i there is a high ch...
the number of times the nymph of river lo the o c the ofarrills the oasis boutique be the object lesson the observation of th the obtainment of shi the ocean opens up the oceans a the oceans all the oceean of bloom the octopus the odd lads pad make the odds are there to the odyss...
综合点评
Number theory is rich in problems of an especially___sort: they are tantalizingly simple to state but___difficult to solve. Blank (i) Blank (ii) A. cryptic D deceptively B. abstruse E ostensibly C. vexing F notoriously 相关知识点
2. I'm sure he'll explore all the usual options for why a guy's heart starts beating so fast it pumps out air instead of blood. 我肯定他会罗列出所有的常见病因来解释为什么这个家伙的心脏跳那么快,以至于只泵气不泵血 Wait a second... there are no usual options! 等等……这个病例里没有...
"HDU 2685" I won't tell you this is about number theory 标签 数学——数论——奇奇怪怪的数论结论 前言 我的csdn和博客园是同步的,欢迎来访 "danzh 博客园" ~ 简明题意 给定a,n,m
I won't tell you this is about number theory Problem Description To think of a beautiful problem description is so hard for me that let's just drop them off. :) Given four integers a,m,n,k,and S = gcd(a^m-1,a^n-1)%k,calculate the S. ...
原文: There is nothing divine about morality;it is a purely human affair. * 在人生的某个阶段,你需要停止读别人的书,写自己的书。 原文: There comes a point in your life when you need to stop reading other people's books and write your own. ...
Nouns can also be plural or singular, depending on how many there are, countable or uncountable, and possessive or not possessive. How do you identify a noun in a sentence? Nouns often have articles (the, a, or an) before them in a sentence, but not always. Sometimes, you’ll see ...