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What is 0.194 with 94 repeating into a fraction?

Heather Maxwell

in Mathematics

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Amanda Johnson on September 18, 2018

The correct answer is 193/990. Explanation: let x=0.194949494... This would make it 10x=1.94949494... and 1000x=194.94949494.... Subtracting these, we have (1000x-10x)=(194.949494-1.949494)990x=193. Dividing both sides by 990: 990x/990 = 193/990x=193/990.


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