Deck 6: Rational Numbers and Proportional Reasoning
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Deck 6: Rational Numbers and Proportional Reasoning
1
Write a fraction to represent the shaded portion of the figure. 

D
2
Find the requested fraction.


C
3
Determine whether the fractions are equal.


B
4
Find the requested fraction.


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5

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6
Find the requested fraction.


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7
Determine whether the fractions are equal.


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8
Write a fraction to represent the shaded portion of the figure. 

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9
Write a fraction to represent the shaded portion of the figure. 

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10
Determine whether the fractions are equal.


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11
Determine whether the fractions are equal.


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12
Determine whether the fractions are equal.


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13
Find the requested fraction.


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14
Write a fraction to represent the shaded portion of the figure. 

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15
Find the requested fraction.


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16
Write a fraction to represent the shaded portion of the figure.

A)
B)
C)
D)

A)

B)

C)

D)

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17
Determine whether the fractions are equal.


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18
Find the requested fraction.


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19

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20
Find the requested fraction.


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21
Determine whether the fractions are equal.


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22
Determine whether the fractions are equal.


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23
Mrs. Delgado used 4 eggs when she baked bread for a bake sale. What fraction of a dozen eggs did she use? (1 dozen = 12) 

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24
Determine whether the fractions are equal.


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25
Determine whether the fractions are equal.


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26
For lunch, Jamie bought a 8-inch submarine sandwich. What fraction of a foot was Jamie's sandwich? (1 foot = 12 inches) 

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27
Determine whether the fractions are equal.


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28
Determine whether the fractions are equal.


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29
Determine whether the fractions are equal.


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30
Determine whether the fractions are equal.


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31
A 6-minute egg is cooked for what fraction of an hour? (1 hour = 60 min) 

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32
Determine whether the fractions are equal.


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33

A)11 day(s)
B)7 day(s)
C)4 day(s)
D)3 day(s)
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34
Determine whether the fractions are equal.


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35
Determine whether the fractions are equal.


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36
Julia preheated her oven for 8 minutes. What fraction of an hour was this? (1 hour = 60 min) 

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37
Mr. Rivera opened a package of 150 drinking cups for his restaurant. During the day, 47 cups were used. What fraction of the package of cups was used? Express the result using a simple, convenient
Fraction that is close in value to the exact answer.
Fraction that is close in value to the exact answer.

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38
Jake correctly answered 16 out of 25 questions in Test 1 and 18 out of 25 questions on test 2. On Test 3 he missed 5 out of 27 questions. Which test had the best score?
A)Test 2 and Test 3
B)Test 3
C)Test 2
D)Test 1
A)Test 2 and Test 3
B)Test 3
C)Test 2
D)Test 1
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39
A teacher bought a package of 48 markers for her first-grade class. After one school year, 5 markers were still working. What fraction of the package of markers was working? Express the result using
A simple, convenient fraction that is close in value to the exact answer.
A simple, convenient fraction that is close in value to the exact answer.

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40
Determine whether the fractions are equal.


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41
Perform the indicated operation. Express your answer in simplest form.


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42
Choose the rational number that is between the given fractions.


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43
Arrange the fractions in ascending order. Or, if the fractions are equivalent, answer "Equivalent".


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44
Perform the indicated operation. Express your answer in simplest form.


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45
Perform the indicated operation. Express your answer in simplest form.


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46
Arrange the fractions in ascending order. Or, if the fractions are equivalent, answer "Equivalent".


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47
Arrange the fractions in ascending order. Or, if the fractions are equivalent, answer "Equivalent".


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48
Choose the rational number that is between the given fractions.


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49
Perform the indicated operation. Express your answer in simplest form.


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50
Arrange the fractions in ascending order. Or, if the fractions are equivalent, answer "Equivalent".


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51
Choose the rational number that is between the given fractions.


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52
Choose the pair of rational numbers that are between the given fractions.


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53
Arrange the fractions in ascending order. Or, if the fractions are equivalent, answer "Equivalent".


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54
Arrange the fractions in ascending order. Or, if the fractions are equivalent, answer "Equivalent".


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55
Arrange the fractions in ascending order. Or, if the fractions are equivalent, answer "Equivalent".


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56
Arrange the fractions in ascending order. Or, if the fractions are equivalent, answer "Equivalent".


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57
Arrange the fractions in ascending order. Or, if the fractions are equivalent, answer "Equivalent".


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58
Arrange the fractions in ascending order. Or, if the fractions are equivalent, answer "Equivalent".


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59
Choose the pair of rational numbers that are between the given fractions.


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60
Perform the indicated operation. Express your answer in simplest form.


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61
Change the following fraction to a mixed number.


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62
Perform the indicated operation. Express your answer in simplest form.


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63
Perform the indicated operation. Express your answer in simplest form.


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64
Perform the indicated operation. Express your answer in simplest form.


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65


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66
Perform the indicated operation. Express your answer in simplest form.


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67


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68
Perform the indicated operation. Express your answer in simplest form.


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69
Perform the indicated operation. Express your answer in simplest form.


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70
Perform the indicated operation. Express your answer in simplest form.


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71
Perform the indicated operation. Express your answer in simplest form.


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72


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73
Change the following fraction to a mixed number.


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74
Perform the indicated operation. Express your answer in simplest form.


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75
Perform the indicated operation. Express your answer in simplest form.


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76
Perform the indicated operation. Express your answer in simplest form.


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77
Change the following fraction to a mixed number.


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78
Perform the indicated operation. Express your answer in simplest form.


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79


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80
Change the following fraction to a mixed number.


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