Recurring decimals to fractions

What you'll learn

1. 1

   A recurring decimal like 0.333... means the 3 repeats forever. You can turn it into a fraction!

2. 2

   Let's turn 0.333... into a fraction together.

3. 3

   What is the first step to turn 0.666... into a fraction?

4. 4

   Now try 0.777... – use the number line to see the pattern, then find the fraction.

5. 5

   What about 0.121212...? The repeating part is 2 digits long.

6. 6

   What do you multiply by if 3 digits repeat (like 0.123123...)?

7. 7

   Turn 0.555... into a fraction. What is it?