题目
What a pity!Considering his ability and experience,he_____better.
A.need have done B.must have done C.can have done D.might have done
My newly-bought cell phone isn't in my bag.Where____ I have put it?
A.can B.must C.should D.would
The biggest problem for most plants,which____just get up and run away when threatened,is that animals like to eat them.
A.shan't B.can't C.needn't D.mustn't
English is a language that many people around the world__not speak perfectly but__at least understand.
A.would...might B.will...must C.might...could D.can...may
---Would you go out for a walk with me
----No,I__.My girl friend is coming.
A.wouldn't B.shall not C.won't D.shouldn't
A.need have done B.must have done C.can have done D.might have done
My newly-bought cell phone isn't in my bag.Where____ I have put it?
A.can B.must C.should D.would
The biggest problem for most plants,which____just get up and run away when threatened,is that animals like to eat them.
A.shan't B.can't C.needn't D.mustn't
English is a language that many people around the world__not speak perfectly but__at least understand.
A.would...might B.will...must C.might...could D.can...may
---Would you go out for a walk with me
----No,I__.My girl friend is coming.
A.wouldn't B.shall not C.won't D.shouldn't
提问时间:2020-10-08
答案
1、选择B分析如下:A、 need have done 本需要做(而事实上没有做)B、must have done 对过去的事情的推测C、can/could have done 表推测一般用在否定句和疑问句中,表示不相信或怀疑的态度.D、might have done 本...
举一反三
已知函数f(x)=x,g(x)=alnx,a∈R.若曲线y=f(x)与曲线y=g(x)相交,且在交点处有相同的切线,求a的值和该切线方程.
我想写一篇关于奥巴马的演讲的文章,写哪一篇好呢?为什么好
奥巴马演讲不用看稿子.为什么中国领导演讲要看?
想找英语初三上学期的首字母填空练习……
英语翻译
最新试题
- 1一辆汽车从甲城到乙城,上午行了200km,下午行了220km,剩下全程的1/15.甲乙两城之间路程有多远?
- 2She is fine,thank you .How are you?(改为同义句)
- 3组成一个四位数的4个数字中有3个是‘9’,这样的四位数有多少个?
- 4已知a=2+根号3分之1,b=2-根号3分之1,求a分之b减b分之a的值
- 5excel中=ROUND(MAX(((L3)*(1-23%)-3500)*{0.03,0.1,0.2,0.25,0.3,0.35,0.45}-{0,105,555,1005,2755,550
- 6将标有“12伏 6瓦”的灯泡 (1)接在9伏的电路中时,灯泡消耗的功率是多少瓦?
- 7lim ax+b/x-1=2 求常数a b 的值 x趋向1
- 8在NaNO2+NH4Cl=2N2+2H2O+NaCl反应中,亚硝酸钠是不是氧化剂
- 9请以冰糖晶体溶于水为例,根据你的生活经验.说明哪些方法可以加快冰糖晶体在水中的溶解,并说明理由
- 10已知函数f(x)在[0,正无穷)上是增函数,g(x)=-f(lxl),若g(lgx)>g(1),则x的取值范围是
热门考点