The document defines mixed numbers and improper fractions. A mixed number has two parts - a whole number and a fraction, while an improper fraction has a numerator larger than the denominator. The document provides steps for changing between mixed numbers and improper fractions, including multiplying the denominator by the whole number and adding it to the numerator.

2. 7-11 Fractions Greater
than One
Number Sense 1.5

3. Definitions

4. Definitions
two terms: mixed number and
improper fraction

5. Definitions
two terms: mixed number and
improper fraction
1 3
8

6. Definitions
two terms: mixed number and
improper fraction
This is a
mixed number.
1 3
8

7. Definitions
two terms: mixed number and
improper fraction
This is a
mixed number.
1
whole number
3
8

8. Definitions
two terms: mixed number and
improper fraction
This is a
mixed number.
1
whole number
3
8

9. Definitions
two terms: mixed number and
improper fraction
1
fraction
This is a 3
8
mixed number.
whole number

10. Definitions
two terms: mixed number and
improper fraction
1
fraction
This is a 3
8
mixed number.
whole number

11. Definitions

12. Definitions
two terms: mixed number and
improper fraction

13. Definitions
two terms: mixed number and
improper fraction
11
8

14. Definitions
two terms: mixed number and
improper fraction
11 This is an
improper
8 fraction.

15. Definitions
two terms: mixed number and
improper fraction
11
The numerator, 11
This is an
improper
8 fraction.

16. Definitions
two terms: mixed number and
improper fraction
11
The numerator, 11
This is an
LARGER improper
8
is
fraction.

17. Definitions
two terms: mixed number and
improper fraction
11
The numerator, 11
This is an
LARGER improper
8
is
fraction.
than the denominator, 8.

18. Changing an improper fraction
to a mixed number.
11
8 1 3
8

19. Changing a mixed number to an
improper fraction.
1 3
8
11
8

20. Changing a mixed number to an
improper fraction.

21. Changing a mixed number to an
improper fraction.
1 3
8

22. Changing a mixed number to an
improper fraction.
1 3
STEP ONE:
Multiply the
DENOMINATOR
and the
WHOLE
NUMBER
8

23. Changing a mixed number to an
improper fraction.
1 3
STEP ONE:
Multiply the
DENOMINATOR
and the
WHOLE
NUMBER
8

24. Changing a mixed number to an
improper fraction.
1 3
STEP ONE:
Multiply the
DENOMINATOR 8x1=8
and the
WHOLE
NUMBER
8

25. Changing a mixed number to an
improper fraction.
1 3
STEP ONE: denominator
Multiply the
DENOMINATOR 8x1=8
and the
WHOLE
NUMBER
8

26. Changing a mixed number to an
improper fraction.
1 3
STEP ONE: denominator
Multiply the
DENOMINATOR 8x1=8
and the
WHOLE
NUMBER
8 whole #

27. Changing a mixed number to an
improper fraction.
1 3
STEP ONE: denominator
Multiply the
DENOMINATOR 8x1=8
and the
WHOLE
NUMBER
8 whole #
answer
(product)

28. Changing a mixed number to an
improper fraction.

29. Changing a mixed number to an
improper fraction.
1 3
8

30. Changing a mixed number to an
improper fraction.
STEP TWO: Add
the PRODUCT to
the NUMERATOR.
1 3
8

31. Changing a mixed number to an
improper fraction.
STEP TWO: Add
the PRODUCT to
the NUMERATOR.
1 3
8
8 + 3 = 11

32. Changing a mixed number to an
improper fraction.
1 3
product
STEP TWO: Add
the PRODUCT to 8 + 3 = 11
8
the NUMERATOR.

33. Changing a mixed number to an
improper fraction.
1 3
product
STEP TWO: Add
the PRODUCT to 8 + 3 = 11
8
the NUMERATOR.
numerator

34. Changing a mixed number to an
improper fraction.
1 3
product
STEP TWO: Add
the PRODUCT to 8 + 3 = 11
8
the NUMERATOR.
numerator
answer

35. Changing a mixed number to an
improper fraction.
1 3
8

36. Changing a mixed number to an
improper fraction.
STEP THREE: Place
1
answer over original
DENOMINATOR
3
8

37. Changing a mixed number to an
improper fraction.
STEP THREE: Place
1
answer over original
DENOMINATOR
3
8
11

38. Changing a mixed number to an
improper fraction.
STEP THREE: Place
1
answer over original
DENOMINATOR
3
8
11
8

39. Changing a mixed number to an
improper fraction.
STEP THREE: Place
1
answer over original
DENOMINATOR
3
8
11
8

40. Changing a mixed number to an
improper fraction.
STEP THREE: Place
DENOMINATOR
1
answer over original
3 11
8 =8
whole
number
improper
fraction

41. Changing a mixed number to an
improper fraction.

42. Changing a mixed number to an
improper fraction.
STEP ONE: MULTIPLY the
DENOMINATOR and the
WHOLE NUMBER

43. Changing a mixed number to an
improper fraction.
STEP ONE: MULTIPLY the
DENOMINATOR and the
WHOLE NUMBER
STEP TWO: ADD
the PRODUCT to
the NUMERATOR.

44. Changing a mixed number to an
improper fraction.
STEP ONE: MULTIPLY the
DENOMINATOR and the
WHOLE NUMBER
STEP TWO: ADD
the PRODUCT to
the NUMERATOR.
STEP THREE: PLACE answer
OVER original
DENOMINATOR

45. Changing a mixed number to an
improper fraction.
STEP ONE: MULTIPLY the
DENOMINATOR and the
M
WHOLE NUMBER
STEP TWO: ADD
the PRODUCT to
the NUMERATOR.
STEP THREE: PLACE answer
OVER original
DENOMINATOR

46. Changing a mixed number to an
improper fraction.
STEP ONE: MULTIPLY the
DENOMINATOR and the
M
WHOLE NUMBER
STEP TWO: ADD
A
the PRODUCT to
the NUMERATOR.
STEP THREE: PLACE answer
OVER original
DENOMINATOR

47. Changing a mixed number to an
improper fraction.
STEP ONE: MULTIPLY the
DENOMINATOR and the
M
WHOLE NUMBER
STEP TWO: ADD
A
the PRODUCT to
the NUMERATOR.
P
STEP THREE: PLACE answer O
OVER original
DENOMINATOR D

49. 2
2
5

50. M
2
2
5

51. M
2
A
2
5

52. M
2
A
2
5 P
O
D

53. M 5 x 2 = 10
2
A
2
5 P
O
D

54. M 5 x 2 = 10
2
A 10 + 2 = 12
2
5 P
O
D

55. M 5 x 2 = 10
2
A 10 + 2 = 12
2
5 P 12 (the sum)
O
D

56. M 5 x 2 = 10
2
A 10 + 2 = 12
2
5 P 12 (the sum)
O
D

57. M 5 x 2 = 10
2
A 10 + 2 = 12
2
5 P 12 (the sum)
O 5 (the original
D denominator)

58. Changing an improper fraction
to a mixed number.

59. Changing an improper fraction
to a mixed number.
11
8

60. Changing an improper fraction
to a mixed number.
11
STEP ONE:
Divide the
numerator
by the
denominator. 8

61. Changing an improper fraction
to a mixed number.
11
STEP ONE:
Divide the
numerator
by the
denominator. 8

62. Changing an improper fraction
to a mixed number.
11
STEP ONE:
Divide the
numerator
by the
denominator. 8 11

63. Changing an improper fraction
to a mixed number.
11 8 11
STEP ONE:
Divide the
numerator
by the
denominator. 8

64. Changing an improper fraction
to a mixed number.
1
11 8 11
STEP ONE:
Divide the
numerator
by the
denominator. 8

65. Changing an improper fraction
to a mixed number.
1
11 8 11
STEP ONE:
Divide the
numerator
by the
denominator. 8

66. Changing an improper fraction
to a mixed number.
1
11 8 11
STEP ONE:
Divide the
numerator
by the
denominator. 8

67. Changing an improper fraction
to a mixed number.
1
11 8 11
STEP ONE:
Divide the
numerator
by the
denominator. 8 8

68. Changing an improper fraction
to a mixed number.
1
11 8 11
STEP ONE:
Divide the
numerator
by the
denominator. 8 8
3

69. Changing an improper fraction
to a mixed number.

70. Changing an improper fraction
to a mixed number.
STEP TWO:
Place
remainder
over the
original
denominator

71. Changing an improper fraction
to a mixed number.
1
8 11
STEP TWO:
Place
remainder
over the
original
denominator
8

72. Changing an improper fraction
to a mixed number.
1
8 11
STEP TWO:
Place
remainder
over the
original 8
3
denominator

73. Changing an improper fraction
to a mixed number.
1
STEP TWO:
Place
remainder 8 11 3
over the
original
denominator
8

74. Changing an improper fraction
to a mixed number.
1
STEP TWO:
Place
remainder 8 11 3
over the
original
denominator
8

75. Changing an improper fraction
to a mixed number.
1
STEP TWO:
Place
remainder 8 11 3
over the
original
denominator
8 8

76. Changing an improper fraction
to a mixed number.

77. Changing an improper fraction
to a mixed number.
1
8 11
8
3

78. Changing an improper fraction
to a mixed number.
1
8 11 3
8 8
3

79. Changing an improper fraction
to a mixed number.
1
8 11 3
8 8
3

80. Changing an improper fraction
to a mixed number.
1
8 11 3
8 8
3

81. Changing an improper fraction
to a mixed number.
1
8 11 3
8 8
1
3

82. Changing an improper fraction
to a mixed number.
1
8 11 3
8 8
1 3
8
3

83. Changing an improper fraction
to a mixed number.
1
8 11 3
8 8
1
whole
number
3
8
3

84. Changing an improper fraction
to a mixed number.
1
8 11 3
8 8
1
whole
number
3
8
fraction
3

85. Changing an improper fraction
to a mixed number.
1
8 11 3
8 8
1
whole
number
3
8
fraction
3 MIXED NUMBER

86. Changing an improper fraction
to a mixed number.

87. Changing an improper fraction
to a mixed number.
STEP ONE:
DIVIDE the
numerator by the
denominator.

88. Changing an improper fraction
to a mixed number.
STEP ONE:
DIVIDE the
numerator by the
denominator.
STEP TWO:
PLACE REMAINDER
OVER the original
DENOMINATOR

89. Changing an improper fraction
to a mixed number.
STEP ONE: D
DIVIDE the
numerator by the
denominator.
STEP TWO:
PLACE REMAINDER
OVER the original
DENOMINATOR

90. Changing an improper fraction
to a mixed number.
STEP ONE: D
P
DIVIDE the
numerator by the
denominator.
STEP TWO:
R
PLACE REMAINDER
OVER the original
O
DENOMINATOR D

91. Helpful to REMEMBER

92. Helpful to REMEMBER
M

93. Helpful to REMEMBER
M
A

94. Helpful to REMEMBER
M
A
P
O
D

95. Helpful to REMEMBER
M r.
A
P
O
D

96. Helpful to REMEMBER
M r.
A lfonso’s
P
O
D

97. Helpful to REMEMBER
M r.
A lfonso’s
P izza
O
D

98. Helpful to REMEMBER
M r.
A lfonso’s
P izza
O n Time
D

99. Helpful to REMEMBER
M r.
A lfonso’s
P izza
O n Time
D elivery

100. Helpful to REMEMBER

101. Helpful to REMEMBER
D

102. Helpful to REMEMBER
D
P
R
O
D

103. Helpful to REMEMBER
D iaper
P
R
O
D

104. Helpful to REMEMBER
D iaper
P atrol
R
O
D

105. Helpful to REMEMBER
D iaper
P atrol
R obots
O
D

106. Helpful to REMEMBER
D iaper
P atrol
R obots
On
D

107. Helpful to REMEMBER
D iaper
P atrol
R obots
On
Duty