The answer depends on whether the fraction is 1.181818... or 1.188888...
It is 29/9.
31/99
17/99
It is 84/90 which can be simplified to 14/15.
0.505050... = 50/99 which cannot be simplified.
11/25 as a simplified fraction.
If both digits are repeating then as a fraction it is 85/99 in its simplest form
It is 1/3.
It is 29/9.
13.5
31/99
13/6
If you mean: 2.393939 ... repeating then as a fraction it is 79/33 simplified
1.191919.... The three or mopre dots indicate tat it repeats to infinity. To convert to a fraction Let P = 1.191919.... & 100P = 119.191919.... Subtract 99P = 118 ( NB The repeating decimals subtract to zero) P = 118/99 P = 1 19/99 Done!!!! This fraction will not reduce any further.
The answer depends on what string is repeating. It is not clear from the question whether the recurring fraction is meant to be 0.116116116... or 0.1161616... or 0.116666...
17/99
0.026026... = 26/999 which cannot be simplified.