Fractions: Numerator and Denominator
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The document defines fractions including proper fractions, improper fractions, and mixed numbers. It provides examples of fractions written in fractional form with numerators and denominators. Key terms are introduced such as the numerator, denominator, proper fractions which are less than 1, improper fractions which are greater than 1, and mixed numbers which are a combination of a whole number and a fraction. Examples of adding and converting between proper, improper, and mixed numbers are also included.
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Fractions: Numerator and Denominator
- 2. FRACTIONS 1 4 is coloured 5 8 is coloured
- 3. In the fraction: 6 6 is the numerator 7 7 is the denominator 9 9 is the numerator 11 11 is the denominator
- 4. 5 Proper fraction 8 9 Improper fraction 4
- 5. Improper fractions 9 57 2 5 17 73 4 7
- 6. 15 is an improper fraction. 7 . 1 . 7 = 27 15 21 7 is a mixed number.
- 7. Mixed numbers 9 1 2 57 42 115 2 5 17 1 3 73 44 10 7 4 7
- 8. 1 +1=2 (÷2) 1 = 4 4 4 (÷2) 2 3 2 5 + = = 1 whole 5 5 5