第一部分:听力(共两节,满分30分)第一节(共5小题;每小题1.5分,满分7.5分)请听下面5段对话,选出最佳选项。1.Howmanycountrieshasthewomanbeentosofar?A.3.B.4.
第一部分:听力(共两节,满分30分)
第一节(共5小题;每小题1 . 5分,满分7 . 5分)
请听下面5段对话,选出最佳选项。
1.How many countries has the woman been to so far?
A.3.
B.4.
C.5.
2.What are the two speakers talking about?
A.The size of the room.
B.Long working hours.
C.The hot weather.
3.Where does the man want to go?
A.To the city hospital.
B.To the police station.
C.To the supermarket.
4.What is the man doing?
A.Asking for help.
B.Making suggestions.
C.Asking for permission.
5.What is “War in Space”?
A.A film.
B.A play.
C.A magazine.
第二节(共15小题;每小题1 . 5分,满分22 . 5分)
请听第6段材料,回答第6、7题。
6.Where are the two speakers?
A.In the street.
B.On the mountain.
C.In the park.
7.What will the man do?
A.Buy the woman some ice cream.
B.Enjoy the ice cream.
C.Pick some flowers.
请听第7段材料,回答第8、9题。
8.Where is the man from?
A.Germany.
B.France.
C.Australia.
9.What do we know about the man's hometown?
A.It's a big city.
B.It's very quiet.
C.It has no park.
请听第8段材料,回答第10至12题。
10.What will the man do today?
A.Visit Maurice.
B.Visit Mark.
C.Go to the hospital.
11.What do we know about Maurice?
A.He also knows Mark.
B.He has been sick.
C.He doesn't know the woman.
12.How many people are supposed to be at the party?
A.2.
B.3.
C.4.
请听第9段材料,回答第13至16题。
13.What was the man doing?
A.He was searching for some information.
B.He was dealing with his e-mails.
C.He was repairing his computer.
14.Where is the woman from?
A.Italy.
B.Australia.
C.New Zealand.
15.What was the woman's phone bill last month?
A.$116.
B.$160.
C.$106
16.What does the woman decide to buy?
A.A typewriter.
B.A new phone.
C.A computer.
请听第10段材料,回答第17至20题。
17.When was an icy dessert enjoyed according to paintings?
A.In the 12 th century.
B.In the 14 th century.
C.In the 16 th century.
18.What did Charles do concerning ice cream?
A.He raised ice cream's price.
B.He cut off a chef's head.
C.He made a law for it.
19.Which of the following American presidents is mentioned in the talk?
A.George Washington.
B.John Adams.
C.Abraham Lincoln.
20.Who made it possible for ordinary people to enjoy ice cream?
A.A British.
B.An American.
C.A Canadian.
高中数学向量问题空间四点P、A、B、C共面的条件是:对空间任意一点O,都有向量OP=x向量OA+y 2020-05-13 …
关于高二共面向量的题若空间任意一点O和不共线的三点A,B,C满足关系式向量OP=1/2OA+1/3 2020-05-13 …
某企业有A、B、C三种不同高科技产品,价格分别是a、b、c万元,商家为了推广新产品,决定实行优惠活 2020-05-13 …
1.o是平面上一定点,A B C 是平面上不共线的三个点 动点P满足 向量OP=向量OA+λ(向量 2020-05-16 …
支撑钢板桩的轴线位移和垂直度偏差分别不得大于( )。A.30mm,0.5% B.40mm,1.O% 2020-05-18 …
真命题是()请详细说说1.若向量a与向量b共线,向量b与向量c共线,则向量a与向量c共线;2.若向 2020-06-16 …
股票公式中A0:="cpzb.zp";A1:="cpzb.cp";A2:="cpzb.DP";A0 2020-07-23 …
如图,圆心在坐标原点的⊙O的半径为1,若抛物线y=-x2+c和⊙O刚好有三个公共点,则此时c=.若 2020-07-26 …
1.2的4次幂的相反数和(-2)的四次幂的意义.2.一个多位数的个位数字设为a,而这个多位数的任何 2020-07-31 …
两道高中数学题向量OA,OB,OC为空间的一个基底.1.O,A,B,C四点不共线2.O,A,B,C四 2020-10-30 …