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Landyn
Mathematics
8 November, 16:39
What is 0.194 with 94 repeating into a fraction?
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Dario Flynn
8 November, 17:04
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The correct answer is 193/990.
Explanation:
Let x=0.194949494 ...
This would make 10x=1.94949494 ... and 1000x=194.94949494 ...
Subtracting these, we have
(1000x-10x) = (194.949494-1.949494)
990x=193.
Divide both sides by 990:
990x/990 = 193/990
x=193/990.
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