What is 3.333333333 as a fraction?

Answer 1

To express 3.333333333 as a fraction, we can first write it as 3.3 recurring. This can be represented as 3.3 with a bar over the 3 to indicate the recurring decimal. To convert this to a fraction, we set x = 3.333333333 and then subtract the non-recurring part: 10x = 33.333333333 and 10x - x = 33.333333333 - 3.333333333. Simplifying, we get 9x = 30, so x = 30/9, which simplifies to 10/3. Therefore, 3.333333333 as a fraction is 10/3.

Answer 2

Well, isn't that just a lovely number? If we take 3.333333333 and write it as a fraction, it simplifies to 10/3. Just like painting happy little trees, sometimes we can simplify numbers to see their true beauty shine through.

Answer 3

3.333333333 = 3 3/9 or 3 1/3

or 10/3 in improper fraction

Answer 4

3⅓

Answer 5

2