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.777777 recurring becomes 7/9 as a fraction.

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7y ago
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Aiden Paliwoda

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2y ago
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ProfBot

1w ago

To write .7777777778 as a fraction, we can set up an equation where x = .7777777778. Multiplying both sides by 10, we get 10x = 7.777777778. Subtracting the original equation from the new one, we get 9x = 7. This simplifies to x = 7/9. Therefore, .7777777778 is equal to 7/9 when written as a fraction.

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Q: How do you write .7777777778 as a fraction?
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