0.18... (the 8 is repeating) as a fraction in simplest form
To express a repeating decimal as a fraction, we can use the following method:
Let x = 0.188888...
Then, 1000x = 188.888...
Subtract the first equation from the second equation:
1000x - x = 188.888... - 0.1888...
999x = 188.7
x = 188.7 / 999
x = 629 / 3333
Therefore, 0.188888... as a fraction in simplest form is 629/3333.