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- 1. Multiple Choice
1. If a line passes through point A(0, c) and has gradient 'm' then the equation will be
- 2. Multiple Choice
2. According to Pythagoras theorem, the distance between points (-3, 8) and (8, -5) is
A.19.03 units
B.11.03 units
C.15.03 units
D.17.03 units
- 3. Multiple Choice
3. If coordinates of A and B are (2, 2) and (9, 11) respectively then the length of line segment AB is
A.11.4
B.13.4
C.15.4
D.17.4
- 4. Multiple Choice
4. If the points of the straight line are M(7, 1) and N(7, 2) then the line MN is
A.horizontal line with equation with x = 1
B.vertical line with equation with x = 2
C.vertical line with equation with x = 7
D.vertical line with equation with x = 7
- 5. Multiple Choice
5. The straight line equation y = 5x - 2 has gradient of
A.x + y
B.xy
C.2
D.5
- 6. Multiple Choice
6. The product of a²b4 and a³b5 is
A.a10 b20
B.a5 b9
C.a4 b6
D.a6 b7
- 7. Multiple Choice
7. The product of y7 and y³ is equal to
A.y10
B.y21
C.y4
D.y²
- 8. Multiple Choice
8. The answer of 9.5 x 105 ⁄104 in ordinary notation is
A.0.95
B.0.095
C.95
D.0.0095
- 9. Multiple Choice
9. If 36 ⁄27 = 3x then the value of 'x' is
A.3
B.4
C.5
D.2
- 10. Multiple Choice
(10) If -5 > a and a > b then -5 is
A.less than a
B.greater than b
C.greater than a
D.less than b
- 11. Multiple Choice
11. By solving the inequality 6x - 7 > 5, the answer will be
A.x > 6
B.x < 5
C.x < 7
D.x > 2
- 12. Multiple Choice
12. By solving the inequality 3(a - 6) < 4 + a, the answer will be
A.a < 9
B.a < 12
C.a < 13
Da < 11
- 13. Multiple Choice
13. By solving the inequality 1⁄3(x - 3) > 1⁄2(x + 2), the answer will be
A.x < -10
B.x < -12
C.x < -14
D.x < -15
- 14. Multiple Choice
14. Mary scored 200 marks in three tests. If average score of 60 is required then the lowest marks she must score for fourth test are
A.x gt; 40
B.x gt; 50
C.x gt; 60
D.x gt; 70
- 15. Multiple Choice
15. If four times of certain number 'a' is ten more than thrice the number then the equation derived for this statement can be written as
A.3a = 4a + 10
B.3a = 4a - 10
C.4a = 3a - 10
D.4a = 3a + 10
- 16. Multiple Choice
16. By solving the equation 1 2⁄3a + 6 = 4 1⁄2a - 10, the value of 'a' will be
A.14
B.12
C.16
D.18
- 17. Multiple Choice
17. By solving the equation a = 2 - 9a, the value of a will be
A.1⁄5
B.2⁄3
C.2⁄5
D.1⁄2
- 18. Multiple Choice
18. By solving the equation 2a - 2 = 20, the value of 'a' will be
A.12
B.14
C.11
D.13
- 19. Multiple Choice
19. On solving the equation 3 1⁄5b + 5 = 50, the value of 'b' must be
A.8 1⁄12
B.14 1⁄16
C.14 1⁄17
D.12 1⁄19
- 20. Multiple Choice
20. On solving 2p - 3q - 4r + 6r - 2q + p, the answer will be
A.8q -5r
B.10p + 3q - 5r
C.3p - 5q + 2r
D.7p + 5r
- 21. Multiple Choice
21. The answer of factorization of the expression 4z(3a + 2b - 4c) + (3a + 2b - 4c) is
A.(4z + 1)(3a + 2b -4c)
B.(4z + 1) + (3a + 2b -4c)
C.(4z + 1) - (3a + 2b -4c)
D.(4z - 1)(3a - 2b -4c)
- 22. Multiple Choice
22. By factorizing the expression 2bx + 4by - 3ax -6ay, the answer must be
A.2b + 3a)(x - 2y)
B.(2b - 3a)(x + 2y)
C.(2a- 3b)(3x - 2y)
D.(2a + 3b)(2x - 4y)
- 23. Multiple Choice
23. If -4x + 5y is subtracted from 3x + 2y then the answer will be
A.3x + 6y
B.2x + 5y
C.x - 3y
D.x + 3y
- 24. Multiple Choice
24. On solving the algebraic expression -38b⁄2, the answer will be
A.−19b
B.19b
C.56b
D.−56b
- 25. Multiple Choice
25. By converting the 5.6m² into the cm², the answer will be
A.0.0056cm²
B.5600cm²
C.56000cm²
D.560cm²
- 26. Multiple Choice
26. A rectangular field is 40m long and 30m wide. The perimeter of rectangular field is
A.200m²
B.180m²
C.160m²
D.140m²
- 27. Multiple Choice
27. By converting the 0.96km² into m²(meter square), the answer will be
A.9600m²
B.960m²
C.0.96m²
D.960000m²
- 28. Multiple Choice
28. By converting the 4.8mm² into the cm², the answer will be
A.0.048cm²
B.0.48cm²
C.48cm²
D.480cm²
- 29. Multiple Choice
29. By converting the 80.2km² into the hectare, the answer will be
A.0.08020ha
B.8020ha
C.802ha
D.0.802ha
- 30. Multiple Choice
30. Y is directly proportional to x², x = 2 and y = 20, value of x when y = 1.25 is
A.0.3
B.0.6
C.0.5
D.0.8
- 31. Multiple Choice
31. Y = 3/x² y and x are
A.directly related
B.inversely related
C.not related
D.none of above
- 32. Multiple Choice
32. If y = x, then both are
A.inversely related to each other
B.directly related to each other
C.not related
D.none of above
- 33. Multiple Choice
33. 7 identical pipes fill 3 identical tanks 45mins, 5 pipes fill one of these tanks in
A.20min
B.21min
C.15min
D.10min
- 34. Multiple Choice
34. Q is directly proportional to √p Q = 21 when p = 9, the value of Q when p = 81 is
A.63
B.64
C.56
D.67
- 35. Multiple Choice
35. If A = {3, 6, 9, 12} and B = {6, 8, 9} then intersection of A and B is
A.{3, 6}
B.{3, 12}
C.{6, 9}
D.{9, 12}
- 36. Multiple Choice
36. Individual Objects in a set are called
A.element
B.set
C.list
D.None of above
- 37. Multiple Choice
37. A set with no elements is
A.a subset
B.a universal set
C.a null set
D.a superset
- 38. Multiple Choice
38. A group or collection of objects is called
- 39. Multiple Choice
39. The set of vowels in English alphabet contains elements
A.{a, b, c, d, e, f}
B.{a, e, i, o, u}
C.{p, q, r, s, t}
D.{l, m, n, o, p}
- 40. Multiple Choice
40. The round off value of 78.25m to the nearest 10m is
A.75m
B.80m
C.79m
D.78m
- 41. Multiple Choice
41. By evaluating (83 x 2.06)⁄5.48, the answer correct to three significant figures is
A.5.12
B.31.2
C.312
D.3.12
- 42. Multiple Choice
42. The estimated value of the square root of 650 is
A.15.495
B.2.5495
C.254.95
D.25.495
- 43. Multiple Choice
43. The correct value of 0.006472867 up to three significant figures is
A.0.00647
B.0.006
C.0.00867
D.0.647
- 44. Multiple Choice
44. The round off value of 10256⁄32548 up to three decimal places is
A.0.315
B.0.316
C.0.318
D.0.32
- 45. Multiple Choice
45. The product of 4⁄6 and 2⁄4 is
A.1/4
B.1/5
C.1/6
D.1/3
- 46. Multiple Choice
46. Objects having same shapes but not necessarily same sizes are
A.Similar
B.Non-identical
C.Non-similar
D.None of above
- 47. Multiple Choice
47. Congruent objects are
A.Identical
B.Non-identical
C.Irregular
D.None of above
- 48. Multiple Choice
48. The scale of map is 4cm : 1km, the simplest possible ratio is
A.1cm : 250m
B.2cm : 340m
C.3cm : 560m
D.4cm : 120m
- 49. Multiple Choice
49. Two hexagons of same shape and different sizes are
A.Congruent
B.Non-identical
C.Non-congruent
D.None of above
- 50. Multiple Choice
50. Two polygons are similar then their corresponding angles are
A.Not equal
B.Equal
C.congruent
D.None of above
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