瑟里胡学校Solihull School 12+数学入学考试笔试题型大赏析 干货请收藏!

2023-04-04

  作为英国顶尖的私立混校,瑟里胡学校不仅拥有超高的学术成绩,而且还为学生提供丰富多彩的课外活动,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核,12+是常见的入学时间,下面,小编就为大家带来了瑟里胡学校Solihull School 12+数学入学考试笔试题型大赏析,希望对大家有所帮助:

瑟里胡学校Solihull School 12+数学入学考试

  12+ ENTRANCE MATHEMATICS EXAMINATION

  In each question you should put your answer in the box provided. The mark for each question is shown in brackets.

  不得使用计算器。

  1. 7291+ 2236=______________

  2.3031-1128=______________

  3. 34 × 23=_______________

  4.3184÷8=___________

  5. How many seconds are there in 21 minutes?

  __________________

  6. All these fractions are different:

瑟里胡学校Solihull School 12+数学入学考试

  (i) Which is the smallest fraction?

  ____________________________

  (ii) Which is the biggest fraction?

  ____________________________

  7. Work out:

瑟里胡学校Solihull School 12+数学入学考试

  ____________________________

瑟里胡学校Solihull School 12+数学入学考试

  ____________________________

瑟里胡学校Solihull School 12+数学入学考试

  ____________________________

瑟里胡学校Solihull School 12+数学入学考试

  ____________________________

瑟里胡学校Solihull School 12+数学入学考试

  ____________________________

  8. Work out the following:

  (i) 1 + 2 × 3

  ____________________________

  (ii) 5 + 7 − 2 × 4

  ____________________________

  (iii) 11.9 – 4.42

  ____________________________

  (iv) 2.1 × 1.9

  ____________________________

  (v) Work out 10% of £40 + 15% of £60

  ____________________________

  9. a = 3, b = 5, c = −6.

  Find the values of:

  (i) a + b + c

  ____________________________

  (ii) a − b − c

  ____________________________

  (iii) abc

  ____________________________

  (iv) a(b – c)

  ____________________________

  (v) a2+ b2+ c2

  ____________________________

  10. Find the value of x in these equations:

  (i) 2x = 62

  ____________________________

  (ii) 3x + 1 = 19

  ____________________________

  (iii) 2(x + 6) = 31

  ____________________________

  (iv) 2x + 7 = 4x – 15

  ____________________________

瑟里胡学校Solihull School 12+数学入学考试

  ____________________________

  11. Find the next two numbers in these sequences. Write your answers in the gaps.

  (i) 5, 9, 13, 17, 21 ________________ ______________

  (ii) 14, 13, 11, 8, 4,________________ ______________

  (iii) 3, 5, 9, 17, 33,________________ ______________

  (iv) 1, 4, 9, 16, 25,________________ ______________

  (v) 32, 16, 8, 4, 2,________________ ______________

  (vi) 2, 3, 5, 8, 13,________________ ______________

  12. In this question the shapes are NOT drawn to scale.

  (i) Find the perimeter (the total length around the outside of the shape) of the rectangle below.

瑟里胡学校Solihull School 12+数学入学考试

  ______________

  (ii) The perimeter of the rectangle below is 120cm. Find its area.

瑟里胡学校Solihull School 12+数学入学考试

  ______________

  (iii) Find the area of the shape below:

瑟里胡学校Solihull School 12+数学入学考试

  ______________

  (iv) The square below has an area of 169cm2. Find its perimeter.

瑟里胡学校Solihull School 12+数学入学考试

  13. When we multiply 5 by itself the answer is 25. We call 5 the square root of 25. Similarly the square root of 49 is 7 because 7× 7 = 49.

  (i) Write down the square roots of

  (a) 4

  _____________________________

  (b) 121

  _____________________________

  (c) 400

  _____________________________

  (ii) Some numbers do not have an exact square root; for instance, if we try 40, 6 is too small (6 × 6 = 36) and 7 is too large (7 × 7 = 49). The square root of 40 is between 6 and 7.

  Complete the following statements with the two numbers nearest the square root required.

  (a) The square root of 6 is between and

  (b) The square root of 84 is between and

  (c) The square root of 801 is between and

  14. A man cycles from Birmingham to Leicester, which is 44 miles away. He starts at 9.00 am and cycles at 9 miles per hour until 1.00pm when he has a puncture.

  (i) How far has he gone?

  ___________________miles

  (ii) How much further has he to go?

  ___________________miles

  (iii) He walks the rest of the way to Leicester and arrives at 5.00 pm. What is his average speed for this section of the journey if he started walking at 1.00pm?

  ___________________mph

  (iv) He catches a train back from Leicester to Birmingham, and travels at 66 miles per hour. How long does the return journey take?

  ___________________minutes

  15. Every month John, Peter and Helen received a sum of money which was divided so that Helen received five times as much as John, and Peter received twice as much as Helen.

  (i) What sum of money did Peter receive in March if Helen received £20?

  £________________

  (ii) What sum of money did they receive altogether in April if Peter received £60?

  £________________

  (iii) If they received £160 altogether in May, how much did John receive that month?

  £________________

  16. (i) What is the angle between the hands of a clock at 9:00am?

  ________________

  (ii) What is the angle between the hands of a clock at 1:00pm?

  ________________

  (iii) What is the angle between the hands of a clock at 1:30pm?

  ________________

  17. One quarter of the people at a party are men, a half are girls, one sixth are women, and there are five boys. How many people were at the party?

  ________________

瑟里胡学校Solihull School 12+数学入学考试

  (i) Work out 3 * 1.

  ____________________

  (ii) Work out 3 * 2 + 1 * 0.

  ____________________

  (iii) a * 8 = 208. Work out the value of a.

  ____________________

  (iv) b * 2 = 4b. Work out the value of b.

  ____________________

  19. Which multiple of 11 is nearest to 1000?

  ____________________

  20. What number is halfway between 137 and 859?

  ____________________

  21. 3/8 of a number is 27. What is ½ of the number?

  ____________________

  22. I am thinking of a number less than 50. When I divide my number by 7 I get a remainder of 3. When I divide my number by 5 I get a remainder of 2. What is my number?

  ____________________

  23. How many 20cm by 30cm carpet tiles are needed to cover a 5m by 6m rectangular floor?

  ____________________

  24. The total of the ages of a father, his daughter and his two twin sons is 96 years. The daughter’s age is half the father’s age and twice the age of each of her two brothers. How old is the father?

  ____________________

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