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Understanding Fractions and their Relationships

Explore the connection between numerators and denominators in fractions, and learn how to make equivalent fractions and simplify them.

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Understanding Fractions and their Relationships

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  1. Two quaters – two parts of four Two quaters – two parts of four- Four eighths – four parts of eight- One half – one part of two- One Half– One part of two- Fractions

  2. Fractions Therefore What is the connection between the numerator and denomiator?

  3.  2  2  2 X 2 X 2 X 2 Fractions 1 5 22 Numerator 2 10 44 Denominator The Denominator is double the Numerator or The Numerator is half the Denominator

  4. Fractions Each one of these fractions is equal to

  5. Fractions Write the fractions that are equal to = =

  6.  3  3  3 X 3 X 3 X 3 Fractions 1 3 5 Numerator 3 9 15 Denominator

  7. Fractions Each one of these fractions is equal to

  8. Fractions Write the fractions that are equal to = =

  9. X 2 X 4 X 2 X 4 Fractions 2 4 16 5 10 40 To make equivalent fractions we must multiply both numbers by the same number

  10. Fractions Each one of these fractions is equal to

  11.  2  3  2  3 Fractions 2 4 12 5 10 30 To simplify fractions we must divide both numbers by the same number

  12. Fractions Simplify each one of these fractions

  13. Fractions

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