What is 2.77777777778 as a fraction?

Answer 1

To find out what (2.777) and so on is as a fraction, we can first separate the 2 and the 0.777... out to make 2 + 0.777.

Now, we must find out what 0.777 is as a fraction. Let's call it x. Therefore, x = 0.777.

This means that 10x = 7.777. We can subtract 10x to x, which is 9x. Thus, 9x = 7.777 - 0.777 = 7. We can now divide both sides by 9 to get x = 7/9. Now we can simply add 2 and 7/9 together, which gives us 25/9.

Answer 2

To convert 2.77777777778 to a fraction, we can first write it as 2 + 0.77777777778. This can be further simplified as 2 + 7/9, since the repeating decimal 0.77777777778 is equivalent to 7/9. Therefore, 2.77777777778 as a fraction is 2 7/9 or 25/9.

Answer 3

Oh, dude, you're really making me do math right now? Okay, fine. So, 2.77777777778 as a fraction is 25/9. But like, who even needs fractions when you've got decimals, am I right?

Answer 4

2 7/9