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Just like with numeric fractions, must
first have a common denominator.
Then, add/subtract the numerators and
place over...
Perform the indicated operation:
1. Factor each denominator.
2. Multiply until denominators match.
Example:
Subtract:
Add:
Subtract:
A complex fraction is a fraction that
contains a fraction in its numerator
and/or denominator.
To simplify:
1. Write the...
Simplify:
Simplify:
9 5additionsubtractionandcomplexfractions-130415182052-phpapp02
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9 5additionsubtractionandcomplexfractions-130415182052-phpapp02

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9 5additionsubtractionandcomplexfractions-130415182052-phpapp02

  1. 1. Just like with numeric fractions, must first have a common denominator. Then, add/subtract the numerators and place over the common denominator. Simplify if needed. Examples – like denominators:
  2. 2. Perform the indicated operation:
  3. 3. 1. Factor each denominator. 2. Multiply until denominators match. Example:
  4. 4. Subtract:
  5. 5. Add: Subtract:
  6. 6. A complex fraction is a fraction that contains a fraction in its numerator and/or denominator. To simplify: 1. Write the numerator and denominator as single fractions 2. Divide by multiplying by the reciprocal.
  7. 7. Simplify:
  8. 8. Simplify:

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