早教吧作业答案频道 -->英语-->
词语辨析.就5题breakup;breakdown;breakin;breakout;breakinto;breakthroughPeacetalksoverthequestionofnuclearweaponsSomeoneandtookseveralcomputersThievesthebankbydiggingatunnelAseriousforestfirelastMondayATdo
题目详情
词语辨析. 就5题
break up ; break down;break in;break out;break into;break through
Peace talks___over the question of nuclear weapons
Someone___and took several computers
Thieves___the bank by digging a tunnel
A serious forest fire___last Monday
AT down 300 tanks prepared to ___the enemy lines
break up ; break down;break in;break out;break into;break through
Peace talks___over the question of nuclear weapons
Someone___and took several computers
Thieves___the bank by digging a tunnel
A serious forest fire___last Monday
AT down 300 tanks prepared to ___the enemy lines
▼优质解答
答案和解析
Peace talks have broken up(破裂,结束) over the question of nuclear weapons
Someone broke in（闯入） and took several computers
Thieves broke into（闯进,进入） the bank by digging a tunnel
A serious forest fire broke out（突然发生） last Monday
AT down 300 tanks prepared to break through（突破） the enemy lines
Someone broke in（闯入） and took several computers
Thieves broke into（闯进,进入） the bank by digging a tunnel
A serious forest fire broke out（突然发生） last Monday
AT down 300 tanks prepared to break through（突破） the enemy lines
看了 词语辨析.就5题breaku...的网友还看了以下：
用这些英文字母拼词这些英文字母打乱了顺序.一个题目一个词.第一题：r,c,t,a,e,s,r第二题 2020-05-16 …
如图，已知抛物线y=12x2+bx与直线y=2x交于点O（0，0），A（a，12）．点B是抛物线上 2020-05-17 …
∵EM是⊙O的切线,怎么推出EB•EC=EM2①?,看题后回答.（2005•温州）如图,已知四边形 2020-05-21 …
已知向量a≠e,|e|=1,满足:任意t∈R.已知向量a不等于e,|e|=1,对任意t属于R,恒有 2020-07-25 …
开口向下的抛物线经过原点O和点E（4,0）,顶点P到x轴的距离为4.点A（a,0）是线段OE上一点 2020-07-29 …
若函数f(x)在R上可导,且f(x)＞f'(x),当a>b时,下列不等式成立的是A.e^af(若函 2020-07-29 …
在平面直角坐标系中有一矩形纸片OABC,已知O（0,0）,A（4,0）,C（0,3）,点P是PA边 2020-07-30 …
已知向量a≠e,|e|=1,对任意t∈R,恒有|a-te|≥|a-e|,则（a,e皆为向量）A.a⊥ 2020-11-02 …
（A）选修4-1：几何证明选讲如图，⊙O的割线PAB交⊙O于A，B两点，割线PCD经过圆心交⊙O于C 2020-12-05 …
用Ie表示心形线z=a（e+cosθ）的长度，用If表示摆线x＝a(t−sint)o＝a(e−cos 2020-12-25 …