哈里伯瑞学院Haileybury College 16+数学入学考试笔试题型大赏析 赶紧来做题吧!

2023-03-09

  作为英国顶尖的私立混校,哈里伯瑞学院为11-18岁之间的学生提供全面的教育,该校的教学成绩十分显著,其IB成绩常年稳居全英前20名,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过程,下面,小编就为大家带来了哈里伯瑞学院Haileybury College 16+数学入学考试笔试题型大赏析,希望对大家有所帮助:

哈里伯瑞学院Haileybury College 16+数学入学考试

  Mathematics

  Entrance exam for: 16+ (Sample)

  考试开始前请仔细阅读此信息

  回答所有问题

  请将你的答案写在试卷上,并在相关的地方写在指定的地方。

  你不能用计算器。

  本试卷适用于所有Sixth Form考生。因此它被分成两个难度逐渐增加的部分。

  A部分(20分)

  A部分旨在测试核心技能和理解力。你应该在右边的回答框中回答每个问题。

  B部分(30分)

  B部分包含更大的问题解决元素。它包括多项选择题和书面回答题。您应在所提供的空格内完成书面回答问题,除最终解决方案外,您的书面作业将在演示文稿中被标记;没有辅助作业/计算的答案不能得满分。

  Section A

  Each of the following questions are worth 1 mark

  Write your answers down the right-hand side

  1 Calculate 873 + 148

  _____________________________

  2 Calculate 435 × 7

  _____________________________

哈里伯瑞学院Haileybury College 16+数学入学考试

  _____________________________

哈里伯瑞学院Haileybury College 16+数学入学考试

  _____________________________

  5 Find the value of 4−2

  _____________________________

哈里伯瑞学院Haileybury College 16+数学入学考试

  _____________________________

  7 Solve 2𝑥 + 7 = 11

  _____________________________

哈里伯瑞学院Haileybury College 16+数学入学考试

  _____________________________

哈里伯瑞学院Haileybury College 16+数学入学考试

  _____________________________

  10 Solve 4𝑛 − 1 ≤ 8

  _____________________________

哈里伯瑞学院Haileybury College 16+数学入学考试

  _____________________________

  12 Solve 5(3𝑏 − 4) = 22 − 6𝑏

  _____________________________

  13 Expand and simplify 5(4𝑦 + 5) − 3(5𝑦 − 1)

  _____________________________

哈里伯瑞学院Haileybury College 16+数学入学考试

  _____________________________

  15 A line parallel to 𝑦 = 4𝑥 + 1 passes through the point (0, -5). What is its equation?

  _____________________________

  Section B

  Each of these multiple choice questions is worth 2 marks.

  If you give an incorrect answer you will be deducted 1 mark.

  Write your answer by putting the relevant letter on the right hand side.

  1.Which of the following equations is most likely to be shown in the graph below?

哈里伯瑞学院Haileybury College 16+数学入学考试

  A: 𝑦 = (𝑥 + 3)(𝑥 + 1)

  C: 𝑦 = (𝑥 − 3)(𝑥 + 1)

  B: 𝑦 = (𝑥 + 3)(𝑥 − 1)

  D: 𝑦 = (𝑥 − 3)(𝑥 − 1)

  2.If two of the sides of a right-angled triangle are 5 cm and 6 cm long, how many possibilities are there for the length of the third side?

  A: 0         B: 1              C: 2            D: 3

  3. Which of the following lines does the point (3, -6) lie on?

  A: 𝑦 = 𝑥 + 8              B: 𝑦 = 𝑥 − 9             C: 𝑦 = 2𝑥 + 4            D: 𝑦 = 3𝑥

  4Write

  𝑥2 + 4𝑥 + 3

  In the form

  (𝑥 + 𝑝)2 + q

  A: (𝑥 + 2)2 − 4

  B: (𝑥 + 2)2 − 3

  C: (𝑥 + 2)2 − 1

  D: (𝑥 + 2)2 – 7

  5. One of the following is the largest of nine consecutive positive integers whose sum is a perfect square. Which one is it?

  A: 118         B: 128            C: 138             D: 148

  6 Solve the following pairs of simultaneous equations

  2𝑥 − 𝑦 = −2

  𝑦 = 2𝑥2 − 3𝑥 − 10

  ………………………………

  7 (a) Show that

哈里伯瑞学院Haileybury College 16+数学入学考试

  ………………………………

  (b) Hence, or otherwise, solve

哈里伯瑞学院Haileybury College 16+数学入学考试

  ………………………………

  8 Two positive numbers are 10 and 𝑥.

  (a) The mean of 10 and 𝑥 is 30% less than one of the numbers.

  Find the 2 possible values of 𝑥.

  ………………………………

  (b) In each case, by what percentage is the mean greater than the lower number?

  ………………………………

  10 The square, circle and triangle are stacked inside a larger square.

  The area of the smaller square is 100 cm2.

  The area of the triangle is 24 cm2.

  The area of the circle is 𝑎𝜋, where 𝑎 is an integer. Find 𝑎.

哈里伯瑞学院Haileybury College 16+数学入学考试

  ………………………………

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