Mathematics Placement Test. Part of the Prerequisite for: Mathematics 1000, 1050, 1051, and Online Sample Test

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MEMORIAL UNIVERSITY OF NEWFOUNDLAND DEPARTMENT OF MATHEMATICS AND STATISTICS Mathematics Placement Test Part of the Prerequisite for: Mathematics 1000, 1050, 1051, and 1090 Online Sample Test MMIV Department of Mathematics and Statistics, Memorial University of Newfoundland

Mathematics Placement Test Indicate the number of the correct answer on the answer sheet provided. Questions Fractions: Preliminaries 1. Find the lowest common denominator of 2. 3. (in lowest terms) 4. Change to an improper fraction Answer Choices 24 30 3 60 5. Find the prime factorization of 260 4 65 10 26 2 2 5 13 2 130 Fractions: Addition, Subtraction For questions 6 to 15, reduce to lowest terms. 6. 7. 8. 9. 10. Fractions: Multiplication and Division. 11. 1

12. 13. 14. 15 1 Decimals: 16. 0.3 + 0.7 + 0.6 = 1.6 0.16 0.016 0.316 17. 0.001 7.23 = 0.723 0.00723 72.3 0.0723 18. 4.3 2 0.003 = 0.00258 0.0258 2.58 0.258 19. 0.00027 9 = 0.0003 0.00003 20. 1.8 0.06 = 30 0.3 Percents: 21. 0.03% = 0.03 0.0003 3 0.003 22. 0.23 = 230% 2.3% 23% 0.23% 23. 11.3% of 200 = 5.65 22.6 2260 56.5 24. 3.2 is what percent of 80? 4% 25% 0.04% 0.25% 25. 42 is 70% of what number? 6 2.92 29.2 60 Order of Operation: 26. 15 6 2 = 18 3 12 9 27. 5 + 15 3 = 10 17 25 28. 4 3 + 15 5 = 15 11 21 5

29. 24 2 3 6 3 + 9 = 39 43 19 30. 3 (8 3 2-4) = -36 13 24 26 Laws of Signs: 31. ( 3) ( 2) + ( 2)= 3 1 1 3 32. 8 + ( 2)( 2) 4 = 16 0 2 8 33. 8 ( 2) ( 3)(6) = 2 34 32 2 34. ( 3) + 0( 5) ( 3)5 5 = 13 7 13 8 35. 0 4( 2) ( 9)( 2) + ( 3) 2 = 9 17 9 19 Equations: 36. If 27 v = 9, then v = 3 3 37. If 2K + 3 = K + 1, then K = 1 3 2 38. If 4(y + 2) 2y = 2(2 3y), then y = 2 2 39. If, then x = 1 1 40. If, then K = Laws of Exponents: 41. 42. When, 5 0 5m 1 43. 44. 45.

Negative Exponents: 46. 47. 48. 49. 50 Formula Rearrangement: 51. If, then 52. If, then x = 53. If, then h = 54. If, then Q = 55. If, then Algebraic Fractions I: 56. 57. 58. 59. 60. 1

Mensuration: From the diagrams above: 61. The volume of Figure 1 is: 36 100 72 18 62. The area of the square in Figure 2 is: 25 100 75 50 63. The shaded area of Figure 3 is: 16 64. The perimeter of Figure 4 is: 28 65. The shaded area of Figure 5 is: 48

Quadratic Equations: 66. If x 2 + 5x = 0, then x = 5 5 0 or 5 0 or 5 67. If (x 7)(x + 4) = 0, then x = 7 or 4 7 or 4 7 or 4 7 or 4 68. If x 2 25 = 0, then, x = 5 ±5 5 ±5i 69. If 3x 2 +x = 2, then x = or 1 or 2 or 2 or 1 70. If x 2 6x + 4 = 0, then x = 4, 1 Graphing: 71. In Figure 1, point (7,3) is indicated by letter C E A D 72. In Figure 2, the x intercept of the line is (5,0) ( 5,0) (0,6) (6,0) 73. In Figure 2, the slope of the line is 1 1 6 6 74. The slope of the line 3y = 5x 8 is 5 75. In Figure 3 what is the hurricane force when the damage is 400 million 2 3 4 2.5

Algebraic Fractions II: 76. Reduce to lowest terms: 0 1 4 77. Reduce to lowest terms: 1 0 1 78. Simplify: 4 79. Find the lowest common denominator of the following fractions:, 80. If, then Radicals and Fractional Exponents: 81. 82. 83. 84. 85. 6xy 6x 4 y 3 18x 4 y 3 36x 4 y 3 Logarithms: 86. log 8 8 3 = 64 512 3 0 87. log (xy) = log x log y log x + log y x log x ylog (x) 88. Log 10 log5 log (10 5 ) log 15 log 2 log 50 89. If, then y = (a z) e e az e a +z 90. If, then F + log x F log x log x F

Figure 1 Trigonometry : 91. Referring to Figure 1, tan 160 = cot 20 tan 20 tan 20 tan 70 92. Referring to Figure 1, sin ( 120 ) = sin 120 sin 60 sin 60 cos 240 93. radians = 90 360 180 3.14 94. 150 = (in radians) 95. If sin x = 1, then x = 0 cos ( 1) Word Problems: 96. The algebraic expression for: a number and 9 times its square is: (x + 9 x) 2 x + 9 x 2 9 x 2 x + (9 x) 2 97. Seven times a number minus 4 is 24. Find the number. 98. Four times one third of a number plus 4 is equal to 8. Find the number. 99. A collection of nickels ( 5 ) and quarters ( 25 ) is worth $5.00. How many nickels and quarters are there in the collection if there ten more nickels than quarters 100. A man is now 8 times as old as his son. In eight years the man will be 4 times as old as his son. Find the present age of the man and his son. 28 4 6 3 10 25,15 26,16 28,18 30,20 48,6 32,4 40,5 54,9