How to prove a recurring decimal fraction, rectangular coordinate geometry, decimal, as a fraction, redox reaction, recursive function, recurrence relation, recursive
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Best Answer: Because.393939 = 39/(100 - 1) = 39/99 = 13/33. -John (...) Write 13 as 13.0 and divide 33 into it. The result is 3 with a remainder of 310
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Prove that the recurring decimal 0.2727272727(...).. is equal to 3/11? (...) Repeating decimals can be represented by putting the repeating number over as many
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How would u prove that the recurring decimal: 0.36 = 4/11? (...) How do u prove recurring decimals can be written as a fraction? Answer Questions.
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How to prove a recurring decimal fraction, rectangular coordinate geometry, decimal, as a fraction, redox reaction, recursive function, recurrence relation, recursive

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Best Answer: Because.393939 = 39/(100 - 1) = 39/99 = 13/33. -John (...) Write 13 as 13.0 and divide 33 into it. The result is 3 with a remainder of 310

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Prove that the recurring decimal 0.2727272727(...).. is equal to 3/11? (...) Repeating decimals can be represented by putting the repeating number over as many

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How would u prove that the recurring decimal: 0.36 = 4/11? (...) How do u prove recurring decimals can be written as a fraction? Answer Questions.

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