Let’s Practice!
Which fraction is larger?
Goal:
Goal:
You Can Do It!
Goal: Identify the larger fractions.
Let's do a quick review of how to compare fractions.
What do I do if the denominators are the same?
When the denominators are the same, look at the numerators! The larger numerator is the larger fraction.
What do I do if the numerators are the same?
Use the Super Rule! When the numerators are the same, compare the denominators. The smaller denominator is the bigger fraction.
Now that we have done a review, can you make each statement TRUE? Click the larger fractions!
Compare the fractions!
Which fraction makes this statement true?
Correct! The numerators are the same, so we compare the denominators and use the super rule. 3 is less than 8 making \(\Large\frac{3}{3}\) the larger fraction.
Try comparing the denominators to make this statement true!
Try comparing the denominators to make this statement true!
Which fraction makes this statement true?
Look at the numerators! Which numerator is larger than 3?
Look at the numerators! Which numerator is larger than 3?
Correct! The denominators are the same, so we can compare the numerators. 3 is less than 5. Making \(\Large\frac{3}{6}\) is less than \(\Large\frac{5}{6}\) true.
Which fraction makes this statement true?
All of these fractions have the denominator 8. Look at their numerators to find the answer!
Correct! The denominators are the same, so we can compare the numerators. 7 is less than 8. Making \(\Large\frac{7}{8}\) is less than \(\Large\frac{8}{8}\) true.
All of these fractions have the denominator 8. Look at their numerators to find the answer!
Which fraction makes this statement true?
Correct! The numerators are the same. Using the super rule you can compare the denominators. 2 is smaller than 3 making \(\Large\frac{2}{3}\) less than \(\Large\frac{2}{2}\) true.
All of these fractions have the numerator 2. Look at their denominators to find the answer!
All of these fractions have the numerator 2. Look at their denominators to find the answer!
Which fraction makes this statement true?
All of these fractions have 6 as denominators. Look for the largest numerator!
All of these fractions have 6 as denominators. Look for the largest numerator!
Correct! All the fractions have 6 as the denominator so we can compare numerators. 4 is less than 6 making \(\Large\frac{4}{6}\) less than \(\Large\frac{5}{6}\) true.
You got # out of # correct. Click the Retry button for another attempt.
You got a perfect score. Great job!
Can you make this statement TRUE? Type the missing numerator below that is greater than 0.
Yes! \(\Large\frac{2}{3}\) is larger than \(\Large\frac{1}{3}\) because 2 is larger than 1.
Sorry, that’s not correct. Look at the numerators. What number is smaller than 2?