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Questions and Answers
On a number line, where would you label the fraction that represents the point between 0 and 1?
On a number line, where would you label the fraction that represents the point between 0 and 1?
- 3/4
- 1/4
- 1/2 (correct)
- 1/3
Which of the following correctly states the relationship between the numbers 12 and 2?
Which of the following correctly states the relationship between the numbers 12 and 2?
- 12 is approximately 2.
- 12 is equal to 2.
- 12 is greater than 2. (correct)
- 12 is less than 2.
What is the best explanation for why 12 is equivalent to 3?
What is the best explanation for why 12 is equivalent to 3?
- 12 is three times larger than 3, showing equality.
- 12 represents three units of 4, proving they are equal.
- 3 can be multiplied by 4 to equal 12. (correct)
- Both 12 and 3 can be represented as fractions on the same number line.
If you were to graph 12 and 2 on a number line, where would 12 typically be positioned relative to 2?
If you were to graph 12 and 2 on a number line, where would 12 typically be positioned relative to 2?
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Which fraction could be labeled at the point where 1 is represented on a number line?
Which fraction could be labeled at the point where 1 is represented on a number line?
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Study Notes
Fraction Equivalence and Comparison
- To understand fraction equivalence, visualize fraction representations on a number line.
- The number line represents fractions from 0 to 1.
- Identify equivalent fractions by locating points on the number line.
- Equivalent fractions represent the same value, even if they are written differently
- Use the number line to determine if a fraction like 1/2 is greater or less than another fraction, such as 1/3.
- When comparing fractions, consider their positions on the number line. The fraction located further to the right on the number line represents a larger value.
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