题目
题型:期中题难度:来源:
B. do
C. did
D. to do
答案
核心考点
试题【Can you finish _____ the work in an hour?[ ]A. doing B. do C. did D. to do 】;主要考察你对动名词等知识点的理解。[详细]
举一反三
B. travelling
C. to travel
D. travelled
1. —What _________ you _________ (do) for vacation?
—I ________ (go) _________(camp) in the countryside.
—How long _________ you _________ (stay) there?
—About three days.
2. He"s_________ (plan) to go bike _________ (ride) with his best friend.
3. —What"s she doing for vacation?
—She_________ (go) _________ (hike).
4. ________are you staying? I"m staying _________ four _________ (week).
5.He __________ (think) about _________ (go) to Greece or Spain,
but decided _________ Canada.
6. This time I want to do _________ _________ (不同的事).
7. I just finished _________ (make) my last movie.
8. I want_________ (ask) you about places _________ (visit) in China.
A. tell
B. tells
C. told
D. telling
A. Eat, are
B. Eating, are
C. Eating, is
D. Eat, is
A. Eating; to
B. Eats; for
C. Eating; for
D. Eat; for
最新试题
- 1 函数的单调减区间为A.B.C.D.
- 2下列对乙烯和聚乙烯的描述中,不正确的是( )A.乙烯是纯净物,常温下为气态,聚乙烯为固态,是混合物B.乙烯的性质比聚乙
- 3我国主要的粮食作物是[ ]A.小麦和玉米 B.小麦和水稻 C.玉米和谷子 D.小麦和花生
- 4根据句意及汉语提示完成下列句子1. Tom is taking photos with a new (相机)
- 5阅读下面的文字,完成小题。千年古井呼风唤雨之谜在风光旖旎的川西蒙顶山上,一口千年古井常年被石板盖着,很少用于饮水止渴。因
- 6如图,已知长方形纸片ABCD,点E,F分别在边AB,CD上,连接EF.将∠BEF对折,点B落在直线EF上的点B′处,得折
- 7下列做法不属于运用植物蒸腾作用原理的是( )A.选择阴雨天移栽植物B.移栽植物时剪去部分枝叶C.对移栽后的植物进行遮阳
- 8阅读《看云识天气》选段,完成后面的题目:(4分)①那最轻盈、站得最高的云,叫卷云。②这种云很薄,阳光可以透过云层照到地面
- 9下列过程中所发生的化学反应属于取代反应的是( )A.光照射甲烷与氯气的混合气体B.乙烯通入溴水中C.在镍做催化剂的条件
- 10已知为第二象限角,且,则的值是( )A.B. C.D.
热门考点
- 1(9分) 在500mL 0.2 mol·L-1的稀硝酸中加入1.92克铜片,让其充分反应。试求:(1)产生的气体在标准
- 2在激烈的文化竞争中,我们应该采取什么样的态度和对策?(10分)
- 3如图,在矩形ABCD中,AB=3,BC=4,将其折叠,使AB边落在对角线AC上,得到折痕AE,则点E到点B的距离为(
- 4选出下列加粗宇的注音有错误的一项[ ]A.油蛉(línɡ)书塾(shú)蝉蜕(tuì)环谒(yè)B.菜畦(qí
- 5(本题满分12分)已知函数,数列满足. (Ⅰ)求证:数列是等差数列;(Ⅱ)记,试比较与1的大小.
- 6数列2,5,11,20,x,47,…中的x等于______.
- 7如图△ABC中,AB=AC,AE⊥BC,E为垂足,F为AB上一点.以BF为直径的圆与AE相切于M点,交BC于G点.(1)
- 8已知直线y=3x-1,把其沿y轴向上平移5个单位后的直线所对应的函数解析式是 ______.
- 9【题文】函数的单调增区间为( )A.(,+∞)B.(3,+∞)C.(-∞,)D.(-∞,2)
- 10如图,AB⊥BE,DE⊥BE,垂足分别为B,E,点C,F在BE上,BF=EC,AC=DF.求证:∠A=∠D.