What is 0.88888888888 in fraction?

Answer 1

If that is recurring 8 then it is 8/9 as a fraction

Answer 2

The repeating decimal 0.8888888888 can be expressed as the fraction 8/9. This can be determined by recognizing that the decimal pattern repeats every digit after the decimal point, which indicates a recurring decimal. By setting x = 0.88888888..., multiplying both sides by 10 gives 10x = 8.888888..., and subtracting the original equation from this new equation eliminates the repeating decimal, resulting in 9x = 8. Therefore, x = 8/9.

Answer 3

Oh, dude, you're really making me do math right now? Okay, fine. So, 0.88888888888 is like a never-ending party of 8s, right? Well, if you want to put a stop to that madness, you can simplify it to 8/9. So, there you go, 0.88888888888 is basically 8/9 in fraction form. Cool, right?

Answer 4

Ah, isn't that just a lovely repeating decimal? Let's turn that into a fraction, shall we? 0.88888888888 is the same as 8/9, a beautiful fraction that represents the repeating pattern of eights. Just like painting, math can be a delightful and soothing experience once you understand its patterns.

Answer 5

8/9

Answer 6

8/9

Answer 7

Hi

Answer 8

5999