作为英国顶尖的私立混校，赖默中学拥有着独特的学习氛围，首先良好的学习环境，帮助学生建立自信心和乐观的态度，其次拥有超高的学术成绩以及非常好的师资配套设施，因此，越来越多的学生去该校留学，可是入读私校笔试是必经的一项考试，下面，小编就为大家带来了赖默中学Latymer Upper School 11+入学笔试考试题型大赏析，希望对大家有所帮助：
英语笔试入学考试
PART 1: Multiple Choice
注意
题目要求你在一张纸上阅读一篇文章，这张试卷和一张选择题答题卡。
首先，通读这篇笔试。你可以用荧光笔或钢笔在笔试卷上做笔记。
然后，回答关于文章的25道选择题。你必须为每个问题选择一个答案A, B, C, D或E，并将该字母写在答题卡上的方框内。
您将有35分钟的时间完成本部分。在35分钟结束时，老师将收集你的答卷。
第一部分:选择题
每道题1分
SECTION A
1) In line 2 the phrase 'most private and local of constructions' means that:
a) Dens were constructed on building sites
b) Dens were built as temporary structures for children to play in
c) Dens were secret places characteristic of an area
d) Dens were supervised by local councils
e) Dens were looked after by security companies
2) In lines 5 – 7, the writer tells us that:
a) The den has been built in woods
b) The den has been built in a disregarded and unattractive place
c) The den has been built on a golf course / sports centre
d) The den has been built in meadows
e) The den has been built on private land
3) Lines 5 – 9 tell us that:
a) The den is clearly visible from the golf course
b) The den is quite well hidden
c) The den is messy
d) The den has been expertly constructed
e) The den is overgrown with grass
4) In lines 9 – 12 the writer describes the interior of the den as:
a) Furnished with discarded items
b) Like the inside of a car
c) Full of children's possessions
d) A place where a criminal could hide
e) Carpeted with animal skins
5) Lines 13 – 15 tell us that:
a) The children cook kippers in the den
b) The den has a well-constructed ceiling
c) The dens often burn down
d) The occupants of the den often smell of fish
e) The chimney is not totally efficient
6) In line 20, the writer refers to a ‘Golden Age’. Does he mean:
a) Dens built at the time were made of gold
b) Dens built at the time were particularly well made
c) It was a time when den building was at its height
d) Dens built at the time were like Classical temples
e) The time was a very expensive one for building dens
7) The sentence 'It was paradise' in line 23 suggests that:
a) The children loved their new homes
b) The children were happy that the war was over
c) The children enjoyed their summer holidays
d) The children enjoyed being in gangs
e) The children had plenty of empty space to play in
8) The 'edgelands' referred to in line 24 are:
a) The dens that the children have built
b) The back gardens of their houses
c) The woods near the golf course
d) Bomb-sites left after the war
e) Unoccupied areas created by property development
9) In line 25 the word 'abandonment' suggests that:
a) The children are neglected by their parents
b) The children are homeless
c) The children have plenty of space to play freely
d) The children are safe from danger
e) The children do not go to school
10) In lines 28 – 30 we are told that a good tree house:
a) Must have plenty of space
b) Must be impossible for adults to find or get into
c) Must be in an oak tree
d) Must look like a bird's nest
e) Must have a rope ladder
11) In line 31, ‘makeshift’ means:
a) Temporary
b) Unstable
c) Improvised
d) Hand-made
e) Mobile
12) Lines 34 – 36 tell you that the best tree houses are:
a) Built in the back garden by your father
b) Built in the woods with your father's help
c) Built in your friend's garden with tools his father has lent him
d) Built on a disregarded piece of land with tools obtained without permission
e) Built out in the woods with tools borrowed from your father
13) The phrase 'the incumbent has the key advantage' in line 41 means that:
a) The person who built the den has the key to the padlock
b) The best thing about a tree house is the view
c) If you lie down you are well hidden
d) The person already there is in a superior position
e) The person who owns the land is in charge
14) Considering the passage as a whole, the writer:
a) Thinks that building dens was very dangerous for children
b) Is glad that all the empty spaces and building sites have now gone
c) Is nostalgic for a past time of greater freedom for children
d) Thinks that summer holidays are too long
e) Thinks that den-building encouraged bullying between gangs
15) Considering the passage as a whole, the writer thinks that:
a) Adults should take more care of their children
b) Children need more unsupervised freedom
c) More fathers should build dens for their children
d) Every child should have a treehouse
e) Every child should spend more time at home
SECTION B
Answer these questions about the meaning of words and phrases as they are used in this extract.
16) What is the closest definition to the word 'unkempt' in line 6?
a) Forgotten
b) Messy
c) Unmeasured
d) Dangerous
e) Empty
17) What is the closest definition to the word 'pliant' in line 7?
a) Thin
b) Thick
c) Easily broken
d) Easily bent
e) Light
18) What is the closest definition to the word 'allegiances' in line 18?
a) Loyalties
b) Hostilities
c) Rules
d) Understanding
e) Connections
19) What is the closest definition to the word 'detritus' in line 22?
a) Rubbish
b) Bricks
c) Tiles
d) Empty cans
e) Paper
20) What is the closest definition to the word 'matchwood' in line 39?
a) Wood that is in thin shreds
b) Wood made into matches
c) Wood which is similar to other pieces of wood
d) Wood used for stakes to mark out a football pitch
e) Kindling
SECTION C
Answer the following questions about these words and phrases.
21) What type of word are:
Scene (line 4) Ditch (line 5) Lair (line 3) Detritus (line 22)?
a) Verbs
b) Adverbs
c) Nouns
d) Adjectives
e) Pronouns
22) Which of the lines from the extract includes a metaphor?
a) 'which have more in common with badger setts or fox lairs than any human habitation’ (lines 2-3)
b) 'inside a large ditch overhung with whitethorn' (line 5)
c) ‘the fires that will kipper the clothes and hair of its occupants with wood smoke' (lines 14–15)
d) 'A tree house is the ultimate den' (line 28)
e) ‘with “borrowed” tools in an overgrown oak’ (line 35)
23) Which of these words as they are used in the extract is a verb?
a) Occupants
b) Enter
c) Space
d) Large
e) Most
24) Which of these words from the extract is an adverb?
a) Acres
b) Partially
c) Paradise
d) Provided
e) Waterproof
25) 'A tree house is the ultimate den.' Is:
a) A complex sentence
b) A phrase
c) A clause
d) A past participle
e) A simple sentence
Part 2: Expressive Writing
注意
这部分值25分。
完成下面的写作任务。
你应该写1.5 - 2面。
注意你的拼写、标点和语法。
试着使用一些有趣的、有野心的词汇。
Imagine it is very early in the morning and you are all alone in your school just before anyone else has arrived. Describe your observations and what you feel.
Or
You stand on a bridge, overlooking a river, for half an hour. Describe what you observe over that time.
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数学笔试入学考试
允许时间:60分钟
注意
不允许使用计算器。你可以用尺子。
尝试所有问题。
如果你做不出一道题，继续做下一道题，然后再试一次。
不要让老师给你解释一个问题。
如果你在考试结束前完成了，检查答案，然后在你的位置上安静地等待。
如果你没有完成，或者你不能理解所有的问题，不要担心。
Section A
你应该花大约20分钟在这个部分。每道题1分。A部分有20分。
每个问题都有五个可能的答案，只有一个答案是正确的。
把正确答案写在右边的方框里，如果写错了，把它擦掉，再试一次。
Section B
你应该花大约40分钟在这个部分。问题后面的方括号中显示了每个问题的分数。B部分有40分
在提供的空格内写下你的答案。不要使用多余的纸张。
Section A
1. What number is twenty-three less than seventy thousand?
A: 67700 B: 69987 C: 69977 D: 50003 E: 47000
2. Multiply 304 by 12.
A: 3648 B: 3048 C: 3016 D: 3042 E: 3608
3. I think of a number. When I subtract it from 24, the answer is the same as when I double it. What’s my number?
A: 12 B: 10 C: 8 D: 6 E: 9
4. What remainder do you get when you divide 283 by 9?
A: 4 B: 5 C: 6 D: 7 E: 8
5. What is 842 – 658?
A: 184 B: 194 C: 294 D: 284 E: 394
6. Bob makes a sequence using the following rule: ‘double and subtract 3’. If the first number in his sequence is 5, what will the fifth number in his sequence be?
A: 157 B: 77 C: 19 D: 35 E: 67
7. What digit should replace the * below?
A: 8 B: 7 C: 6 D: 5 E: 4
8. Two-thirds of a number is 66. What’s the number?
A: 100 B: 99 C: 44 D: 33 E: 132
9. Femi takes 2 hours and 53 minutes to cycle from London to Reading. If he arrived at 3:21pm, at what time must he have set off?
A: 12:24pm B: 1:24pm C: 12:28pm D: 12:18pm E: 1:28pm
10. Two-thirds of a number is 3 more than three-fifths of the number. What’s the number?
A: 20 B: 90 C: 54 D: 60 E: 45
12. What is the area of the shaded shape below? [Diagram not to scale]
A: 41cm2 B: 49cm2 C: 56cm2 D: 89cm2 E: More information needed
13. I buy 7 bags of Cheezos at 55 pence each and 4 bags of Nuttees at 63 pence each. How much change do I get from £10?
A: £3.73 B: £3.63 C: £4.73 D: £4.63 E: £6.37
14. Three different, positive odd numbers add together to make 23. What is the smallest possible value of the largest of the three numbers?
A: 7 B: 9 C: 11 D: 13 E: 19
15. A train travels 80km in 24 minutes. How long will it take to travel 150km?
16. Which of these could be the correct measurement for the length of a bus?
A: 140 m B: 1400 cm C: 140 mm D: 140 000 mm E: 0.0014 km
17. I’m thinking of a number. When I triple it and subtract the result from 70, I get half my original number. What’s my number?
A: 24 B: 30 C: 18 D: 20 E: 25
18. What is the area of the shaded triangle below? [Diagram not to scale]
A: 42 cm2 B: 14 cm2 C: 28 cm2 D: 24.5 cm2 E: 17.5 cm2
19. How many different ways are there of paying exactly £1 using 5p and/or 10p pieces?
A: 15 B: 10 C: 21 D: 11 E: 100
20. I’m thinking of two numbers. When I double the first and add it to the second I get 160. One of the numbers is half of the other. Which of these could be one of my numbers?
A: 30 B: 45 C: 60 D: 64 E: 96
Section B
21. a) Work out 287 + 365
Answer:……………………………….……………………..
b) Subtract -23 from -81
Answer:……………………………….……………………..
c) Divide 1898 by 26
Answer:……………………………….……………………..
22. a) Mr Humberstone’s maths class has 26 pupils. There are 8 more girls than there are boys. How many girls are there?
Answer:……………………………….……………………..
b) In Miss Homes’ maths class, the number of girls is three-quarters the number of boys, and there are 28 children altogether. How many girls are there?
Answer:……………………………….……………………..
c) In Miss Thompson’s class, there are 5 girls for every 4 boys, and one-fifth of the girls wear glasses. There are three girls and two boys in the class who wear glasses. What fraction of all the pupils in the class wear glasses?
Answer:……………………………….……………………..
23. a) Mr Sahota is cycling around a track at a constant speed. He completes 5 laps every 4 minutes. How long will it take him to complete 8 laps? Give your answer in minutes and seconds.
Answer:……………………………….……………………..
b) Mr Aldham is also cycling around the track at a constant speed. He completes 5 laps every 6 minutes. How long is it between the first time that Mr Sahota overtakes Mr Aldham and the second time that Mr Sahota overtakes Mr Aldham?
Answer:……………………………….……………………..
24. For each part of this question you should try to find all the different possible answers. You don’t need to worry about different orderings of the piles – 3 beads, 2 beads, 1 bead is the same as 3 beads, 1 bead, 2 beads.
a) I have six identical beads which I want to put into three piles. Each pile must have at least one bead in it. How many beads could be in each pile? One possible answer is given to you.
b) List all the ways of placing eight beads into four piles, with at least one bead in each pile. One possible answer is given to you.
25. a) Sarah thinks of a number. When she triples the number and then adds 15, she gets the answer 39. What was her number?
Answer:……………………………….……………………..
b) Kirsty thinks of a number. When she adds 15 to the number and then triples the answer, she gets 39. What was her number?
Answer:……………………………….……………………..
c) Zack thinks of a number. When he triples the number and subtracts the answer from 71, he gets one more than double his original number. What was his number?
Answer:……………………………….……………………..
26. Sid the spider goes for a walk around the whole perimeter of the shape below, starting at the point marked A. How far does he have to walk?
(Diagram not to scale)
Answer:……………………………….……………………..
27. Jonny makes patterns from black and white tiles. His patterns always start with a black tile at the top. Here are some of his patterns:
Black tiles: ………………………….……… White tiles: …………………………
b) How many black tiles will there be in Pattern 12?
Answer:……………………………….…………………….
Robin notices that he can take two copies of Pattern 4 and make them into a 4x5 rectangle:
c) Can you use Robin’s idea to work out the total number of tiles in Pattern 20?
Answer:……………………………….……………………..
28. Tess is playing a game with whole numbers. She takes each of the digits of the number, squares them and then finds the total. So if she starts with the number 47, she gets the result 65, because:
42 + 72 = 16 + 49 = 65
a) What result does Tess get when she starts with the number 732?
Answer:……………………………….……………………..
b) Find four different whole numbers, each under 1000 which all give Tess a result of 25.
Answer:……………………………….……………………..
c) Explain why it’s not possible to find a two-digit number which gives Tess a result of 14.
29. In Rainbow Land there are lots of wuzzles. Wuzzles are all green, pink or blue and have either big ears or small ears. They like to live together in houses.
a) In one wuzzle household, all the following statements are true:
There are more green wuzzles than any other colour
There are equal numbers of big-eared greens and small-eared greens
There are three wuzzles with big ears
There are twice as many big-eared greens as big-eared pinks
There are three times as many pink wuzzles as blue wuzzles
How many of each kind of wuzzle (big-eared green, small-eared green, big-eared pink, …) are there in this household?
b) In another wuzzle household, all of these statements are true:
There are the same number of pink wuzzles as green wuzzles
There are twice as many big-eared green wuzzles as small-eared green wuzzles
There are the same number of big-eared green wuzzles as big-eared blue wuzzles
All but one of the wuzzles have big ears.
How many of each kind of wuzzle are there in this household?
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