Comparing fractions - with different denominators
Different denominators describe different-sized pieces, so comparing only the numerators is not enough.
- Different denominators describe different-sized pieces, so comparing only the numerators is not enough.
- Make equivalent fractions using a common denominator. Multiply the top and bottom by the same number.
- Compare the new numerators, then state the comparison using the original fractions.
Example 1
Insert <, > or =. Explain your comparison.
Example 2
Insert <, > or =. Explain your comparison.
Remember
Use the worked steps to check your method, not just the final answer.
Your turn
Insert <, > or =. Explain your comparison.
Check answer
With equal denominators, compare the numerators.
Insert <, > or =. Explain your comparison.
Check answer
With equal denominators, compare the numerators.
Insert <, > or =. Explain your comparison.
Check answer
With equal denominators, compare the numerators.
Insert <, > or =. Explain your comparison.
Check answer
With equal denominators, compare the numerators.
Insert <, > or =. Explain your comparison.
Check answer
With equal denominators, compare the numerators.
Insert <, > or =. Explain your comparison.
With equal denominators, compare the numerators.
Insert <, > or =. Explain your comparison.
With equal denominators, compare the numerators.
Insert <, > or =. Explain your comparison.
With equal denominators, compare the numerators.
Insert <, > or =. Explain your comparison.
With equal denominators, compare the numerators.
Insert <, > or =. Explain your comparison.
With equal denominators, compare the numerators.