Quelpr

CSEC Mathematics · January 2014 · Paper 1

59 multiple-choice items from this paper. Open one to see it in full, then practise it on Quelpr and get it marked against the mark scheme.

Practise this paper
  1. Q11 mark · multiple choiceThe number 3.14063 written correct to 3 decimal places is
  2. Q21 mark · multiple choiceIf 4.3 \times 0.37 = 1.591, then 0.43 \times 370 is
  3. Q31 mark · multiple choice5\frac{2}{5} + 4\frac{3}{7} =
  4. Q41 mark · multiple choiceWritten correct to two significant figures, 18.96 \times 2.03 is
  5. Q51 mark · multiple choiceIf \350 is shared in the ratio 2:5$, the SMALLER share is
  6. Q61 mark · multiple choiceIn a school the ratio of the number of pupils to the number of teachers is 20:1. If the number of pupils is 840, how many teachers are there?
  7. Q71 mark · multiple choiceIf 3n is an odd number, which of the following is an even number?
  8. Q81 mark · multiple choiceWhat is the HIGHEST common factor of the set of numbers \{54, 72, 90\}?
  9. Q91 mark · multiple choice99 \times 101 has the same value as
  10. Q101 mark · multiple choiceThe first three common multiples of 3, 4 and 6 are
  11. Q111 mark · multiple choiceIf P = \{2, 3, 5, 7\}, Q = \{2, 3, 6\} and S = \{2, 4, 5\}, then P \cap Q \cap S =
  12. Q121 mark · multiple choiceIn the Venn diagram, n(P) = 5, n(Q) = 9 and n(P \cup Q) = 10. What is n(Q \cap P)?
  13. Q131 mark · multiple choiceIn the Venn diagram U = \{\text{students who play games}\} H = \{\text{students who play hockey}\} V = \{\text{students who play volleyball}\} The number of students in each set is shown. How many students do…
  14. Q141 mark · multiple choiceAll students in a class play Scrabble or Checkers or both. If 36% of the students play Scrabble only and 48% of the students play Checkers only, what percentage of students play BOTH games?
  15. Q151 mark · multiple choiceThe cost of a calculator exclusive of sales tax is \120. Susan bought a calculator and had to pay a sales tax of 10%. How much change would she receive from \140?
  16. Q161 mark · multiple choiceThe simple interest on \$600 for 4 years at 5 percent per annum is
  17. Q171 mark · multiple choiceA television set costs \350 cash. When bought on hire-purchase, a deposit of \35 is required, followed by 12 monthly payments of \$30. How much is saved by paying cash?
  18. Q181 mark · multiple choiceA plot of land is valued at \18 000. Land tax is charged at the rate of \0.70 per \$100. What is the TOTAL amount of tax paid for the land?
  19. Q191 mark · multiple choiceA loan of \8 000 was paid back in 2 years in monthly payments of \400.00. The interest on the loan, as a percentage, was
  20. Q201 mark · multiple choiceA store offers a discount of 10% to customers who spend more than \20. If a customer's total bill was \80, what will he actually pay?
  21. Q211 mark · multiple choiceHow much will a person pay for his insurance, if his house is valued at \50 000, and the contents at \10 000?
  22. Q221 mark · multiple choiceA car presently valued at \$12 000 depreciates at the rate of 10% per annum. What will be the value of the car one year later?
  23. Q231 mark · multiple choiceThe product of a number p and its reciprocal may be written as
  24. Q241 mark · multiple choice5(2x - y) - 2(3y - 5x) =
  25. Q251 mark · multiple choiceThe value of (-2a)(-3a) is
  26. Q261 mark · multiple choiceIf 50 - 3x = x - 26, then x =
  27. Q271 mark · multiple choiceIf 15^2 = 225 then the square root of 0.0225 is
  28. Q281 mark · multiple choiceIf a = 5, b = 2, c = 4, then 6ab - 2c =
  29. Q291 mark · multiple choiceIf x is an integer which satisfies the inequalities 4 < x - 2 < 8, then the SMALLEST possible value of x is
  30. Q301 mark · multiple choiceIf m * n = \sqrt{m^2 - n^2}, then 5 * 3 =
  31. Q311 mark · multiple choice2^6 \div 2^2 =
  32. Q321 mark · multiple choiceHow many kilograms are there in one tonne?
  33. Q331 mark · multiple choiceIf it took a speed-boat 9 hours to travel a distance of 1 080 km, what was its average speed, in \text{km}\text{h}^{-1}?
  34. Q341 mark · multiple choiceThe distance around a lake is 8 km. On a map, this distance around the lake is represented by a length of 2 cm. The scale on the map is
  35. Q351 mark · multiple choiceIn the diagram, the length of the minor arc, PQ, is 8 cm. What is the circumference of the circle?
  36. Q361 mark · multiple choiceFifty guests each had 2 glasses of champagne. Each glass held 150 millilitres. How many litres of champagne were used?
  37. Q371 mark · multiple choiceThe area of the trapezium is
  38. Q381 mark · multiple choiceA boy leaves home at 09:15 hours and arrives at school at 10:05 hours. If he travels non-stop at an average speed of 6\text{ kmh}^{-1}, how many km is his home from school?
  39. Q391 mark · multiple choiceThe volume of the cuboid is 320\text{ cm}^3 and the height is 5 cm. If the cuboid has a square base, what is the length of one side of the base?
  40. Q401 mark · multiple choiceThe following scores were obtained by eleven footballers in a goal-shoot competition: 5, 3, 6, 8, 7, 8, 3, 11, 6, 3, 3 The modal score is
  41. Q411 mark · multiple choiceThe range of the scores is
  42. Q421 mark · multiple choiceSix hundred students write an examination. The probability of a randomly selected student failing the examination is \frac{1}{5}. How many students are expected to pass?
  43. Q431 mark · multiple choiceIn a class of 20 students, 12 are girls. What is the probability that a student chosen at random is a boy?
  44. Q441 mark · multiple choiceIf the mean of the four numbers 4, 8, x and 12 is 10, then x is
  45. Q451 mark · multiple choiceIf 12 students prefer lemonade, then the TOTAL number of students is
  46. Q471 mark · multiple choiceThe equation of the line which passes through the point (0, 2) and has a gradient of \frac{1}{3} is
  47. Q481 mark · multiple choiceThe diagram represents the mapping
  48. Q491 mark · multiple choiceIf f(x) = 2x^2 - 1, then f(-3) =
  49. Q501 mark · multiple choiceWhich of the following sets is represented by the function f : x \rightarrow x^2 + 3 where x \in \{0, 1, 2, 3\}?
  50. Q511 mark · multiple choiceThe range of f: x \rightarrow x^2 for the domain \{-2, -1, 0, 1, 2\} is
  51. Q521 mark · multiple choiceWhich of the following angles are equal?
  52. Q531 mark · multiple choiceThe measure of angle ABE is
  53. Q541 mark · multiple choiceIf O is the centre of the circle, then y^\circ is
  54. Q551 mark · multiple choiceIn the triangle \cos P may be expressed as
  55. Q561 mark · multiple choiceThe image of a point P(-2, 3) under a translation \begin{pmatrix} 3 \\ 4 \end{pmatrix} is
  56. Q571 mark · multiple choiceThe transformation which will map triangle PQR onto P'Q'R' is
  57. Q581 mark · multiple choiceThe length of MO, in centimetres, is
  58. Q591 mark · multiple choiceIn the diagram, triangle ABC is mapped onto triangle A'B'C' where O is the centre of enlargement. What is the scale factor of the enlargement?
  59. Q601 mark · multiple choiceHow far up the wall does the ladder reach?

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