Well 99.99999(repeating) = 100
The rigorous proof for this involves expressing 99.9999...9 as a geometric series and then calculating the number to which is converges, which is exactly 100. Interesting huh? Or you can think about it like this: Since there is no number you can chose that is between 99.9999(repeating) and 100, which is impossible for two different numbers, they must be equal.
This also applies here: 9.9999(repeating) = 10
So 99.99(repeating) + 9.99(repeating) = 110.
However 9 repeating = Infinity.
Therefor your answer is simply infinity, as infinity is not a number so you can not get Infinity + 110.
99.9 repeating plus 9.9 repeating plus 9 repeating = infinity
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2,106.9
1.0 × 10^56
0.16 repeating = 16/99.
nothing
The answer is 6.99574217 × 1013