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3.666 as a fraction? - Answers

3.666.... = 3 2/3 or 11/3 How do we convert recurring decimal to a fraction. ??? Let P = 3.6666... & 10P = 36.666.... Subtract 10P -P = 9P & 36.6666.... - 3.6666... = 33.0 = 33 (NB The recurring decimals to infinity subtract to zero. Hence 9P = 33 P = 33/9 Cancel down by '3' 11/3 = 2 2/3 Done!"!!!!!



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3.666 as a fraction? - Answers

https://math.answers.com/math-and-arithmetic/3.666_as_a_fraction

3.666.... = 3 2/3 or 11/3 How do we convert recurring decimal to a fraction. ??? Let P = 3.6666... & 10P = 36.666.... Subtract 10P -P = 9P & 36.6666.... - 3.6666... = 33.0 = 33 (NB The recurring decimals to infinity subtract to zero. Hence 9P = 33 P = 33/9 Cancel down by '3' 11/3 = 2 2/3 Done!"!!!!!



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https://math.answers.com/math-and-arithmetic/3.666_as_a_fraction

3.666 as a fraction? - Answers

3.666.... = 3 2/3 or 11/3 How do we convert recurring decimal to a fraction. ??? Let P = 3.6666... & 10P = 36.666.... Subtract 10P -P = 9P & 36.6666.... - 3.6666... = 33.0 = 33 (NB The recurring decimals to infinity subtract to zero. Hence 9P = 33 P = 33/9 Cancel down by '3' 11/3 = 2 2/3 Done!"!!!!!

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      3.666.... = 3 2/3 or 11/3 How do we convert recurring decimal to a fraction. ??? Let P = 3.6666... & 10P = 36.666.... Subtract 10P -P = 9P & 36.6666.... - 3.6666... = 33.0 = 33 (NB The recurring decimals to infinity subtract to zero. Hence 9P = 33 P = 33/9 Cancel down by '3' 11/3 = 2 2/3 Done!"!!!!!

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