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7 over 9 as a decimal? - Answers

Here is the way to remember some of the decimal representations of 9ths.1/9 is .11111... repeating. so 2/9 is .22222 where 2 repeats foreverand 3/9 is 1/3 which is .3333 where once again 3 repeats an infinite number of times.. We would usually put a bar over the 3 and write it only once, but the format here does not allow for that.So the answer to your question is 7/9 if .777... where the 7 repeats forever.



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7 over 9 as a decimal? - Answers

https://math.answers.com/math-and-arithmetic/7_over_9_as_a_decimal

Here is the way to remember some of the decimal representations of 9ths.1/9 is .11111... repeating. so 2/9 is .22222 where 2 repeats foreverand 3/9 is 1/3 which is .3333 where once again 3 repeats an infinite number of times.. We would usually put a bar over the 3 and write it only once, but the format here does not allow for that.So the answer to your question is 7/9 if .777... where the 7 repeats forever.



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https://math.answers.com/math-and-arithmetic/7_over_9_as_a_decimal

7 over 9 as a decimal? - Answers

Here is the way to remember some of the decimal representations of 9ths.1/9 is .11111... repeating. so 2/9 is .22222 where 2 repeats foreverand 3/9 is 1/3 which is .3333 where once again 3 repeats an infinite number of times.. We would usually put a bar over the 3 and write it only once, but the format here does not allow for that.So the answer to your question is 7/9 if .777... where the 7 repeats forever.

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      Here is the way to remember some of the decimal representations of 9ths.1/9 is .11111... repeating. so 2/9 is .22222 where 2 repeats foreverand 3/9 is 1/3 which is .3333 where once again 3 repeats an infinite number of times.. We would usually put a bar over the 3 and write it only once, but the format here does not allow for that.So the answer to your question is 7/9 if .777... where the 7 repeats forever.

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