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VI-MATHEMATICS RATIONAL NUMBERS
3AIMSOLYMPIAD ACADEMY
1. D
2. B
3. D
4. C
5. C
6. B
7. A
8. B
9. D, Note : b =0
10. A
11. B;
1
2
2
  =
4 1
2
 
=
3
2

12. C;
5
16
,
1
2

5
16
,
8
16

7
( )
16
T
5
16
,
1
2

10
32
,
16
32

13
62
(T)
5
16
,
1
2

2.5
8
,
4
8

3
8
(T)
5
16
,
1
2

1.25
4
,
2
4

1
4
(F)
13. B
14. A;
5
7
= 0.71,
7
9
= 0.77,
7
11
= 0.81,
11
13
=0.84
15. B;
54
24
=
9
4
m
16. C;
7 19
12 10
 =
35 114
60

=
149
60
17. C
18. D
19. D;
5 1 1
6 4 8
  =
20 6 3
24
 
=
17
24
RATIONAL NUMBERS1
VI MATHS
20. A
21. A;
27 3
13 7
x

  
228
91
22. A
23. No Answer :
29
1
46
 
 
 
(or)
58
1
92
Sol: -
50 3
4 23
 =
150
92
=
75
46
=
29
1
46
24. B;
3 2
4 3
x
 
  
 
=
1
6

9 8 1
12 6
x
 
   
 
1 1
12 6
x  
x =
1 1
12 6

x =
1 2
12

=
3
12
=
1
4
25.B
51 3
4 23
 = Rs.
153
92
26. A, C
27. B, C, D
28. A, B, C
29. A, B
30. C, D
31. A
32. D
33. A
RATIONAL NUMBERS VI-MATHEMATICS
AIMSOLYMPIAD ACADEMY4
34. C
 Between 2&3
 2.5 =
25
10
=
5
2
Improper fractiion
35. 0
36. 8
37. 2
38. 6
39. A;
18 35 12
30
 
=
5
30

=
1
6

40. B
41. D;
5 21 2
7
  
=
18
7
42. D;
2 7 2 8
3 10 3 9
 
   =
2 7 2 8
3 10 3 9
 
  
=
 82 7
3 10 9
 
 
 
43. C
44. A
45. B (or) C (preferable)
46. A; 0.424 =
424
1000
=
53
125
47. D; 2+ 3 = 2+1.732 = 3.732
48. B
49. B;
1 2
5 7
 =
7 10
35

=
17
35
Multiplicative Inverse of
17
35
=
35
17
50. A;
2 3 4 15 19
5 2 10 10

  
M.I. of
19
10
=
10
19
51. D;
5 3
7 11
 =
55 21
77

=
76
77
M.I. of
76
77
=
77
76
52. C;
1 1
9 6
 =
2 3
18

=
5
18
M.I. of
5
18
=
18
5
53. A;
4 14 2
7 2 3
 
=
4 14 3
7 3 2
  = 4
54. A
3 Shares =
4
49
5
=
249
5
H
1 share =
249
5 3
=
83
5
=
3
16
5
Hectares
55. A
56. D
57. A;
3 + 3 = 2 3 Q1
3 – 3 × 3 = 3 –3Q1
3  3 = 1Q
58. D
59. C;
1
3
=
1 10
3 10
 =
10
30
4
5
=
4 6
5 6
 =
24
30
Between
10 24
&
30 30
is
17
30
60. A;
2
3
 < 0 (Left side)

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Introduction to AI in Higher Education_draft.pptx
 

6TH-ADV-CH01-RATIONAL NUMBERS

  • 1. VI-MATHEMATICS RATIONAL NUMBERS 3AIMSOLYMPIAD ACADEMY 1. D 2. B 3. D 4. C 5. C 6. B 7. A 8. B 9. D, Note : b =0 10. A 11. B; 1 2 2   = 4 1 2   = 3 2  12. C; 5 16 , 1 2  5 16 , 8 16  7 ( ) 16 T 5 16 , 1 2  10 32 , 16 32  13 62 (T) 5 16 , 1 2  2.5 8 , 4 8  3 8 (T) 5 16 , 1 2  1.25 4 , 2 4  1 4 (F) 13. B 14. A; 5 7 = 0.71, 7 9 = 0.77, 7 11 = 0.81, 11 13 =0.84 15. B; 54 24 = 9 4 m 16. C; 7 19 12 10  = 35 114 60  = 149 60 17. C 18. D 19. D; 5 1 1 6 4 8   = 20 6 3 24   = 17 24 RATIONAL NUMBERS1 VI MATHS 20. A 21. A; 27 3 13 7 x     228 91 22. A 23. No Answer : 29 1 46       (or) 58 1 92 Sol: - 50 3 4 23  = 150 92 = 75 46 = 29 1 46 24. B; 3 2 4 3 x        = 1 6  9 8 1 12 6 x         1 1 12 6 x   x = 1 1 12 6  x = 1 2 12  = 3 12 = 1 4 25.B 51 3 4 23  = Rs. 153 92 26. A, C 27. B, C, D 28. A, B, C 29. A, B 30. C, D 31. A 32. D 33. A
  • 2. RATIONAL NUMBERS VI-MATHEMATICS AIMSOLYMPIAD ACADEMY4 34. C  Between 2&3  2.5 = 25 10 = 5 2 Improper fractiion 35. 0 36. 8 37. 2 38. 6 39. A; 18 35 12 30   = 5 30  = 1 6  40. B 41. D; 5 21 2 7    = 18 7 42. D; 2 7 2 8 3 10 3 9      = 2 7 2 8 3 10 3 9      =  82 7 3 10 9       43. C 44. A 45. B (or) C (preferable) 46. A; 0.424 = 424 1000 = 53 125 47. D; 2+ 3 = 2+1.732 = 3.732 48. B 49. B; 1 2 5 7  = 7 10 35  = 17 35 Multiplicative Inverse of 17 35 = 35 17 50. A; 2 3 4 15 19 5 2 10 10     M.I. of 19 10 = 10 19 51. D; 5 3 7 11  = 55 21 77  = 76 77 M.I. of 76 77 = 77 76 52. C; 1 1 9 6  = 2 3 18  = 5 18 M.I. of 5 18 = 18 5 53. A; 4 14 2 7 2 3   = 4 14 3 7 3 2   = 4 54. A 3 Shares = 4 49 5 = 249 5 H 1 share = 249 5 3 = 83 5 = 3 16 5 Hectares 55. A 56. D 57. A; 3 + 3 = 2 3 Q1 3 – 3 × 3 = 3 –3Q1 3  3 = 1Q 58. D 59. C; 1 3 = 1 10 3 10  = 10 30 4 5 = 4 6 5 6  = 24 30 Between 10 24 & 30 30 is 17 30 60. A; 2 3  < 0 (Left side)