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Published bySebastian Reese Modified over 4 years ago

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Recurring Decimals All recurring decimals can be written as fractions They are rational numbers

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Recurring Decimals To write recurring decimals as fractions, we use a simple multiplying method…

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Recurring Decimals e.g. 0.333333333… Let x = 0.333333333… Then 10x = 3.333333… We do a subtraction…

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Recurring Decimals 10x = 3.33333333… - x = 0.33333333… 9x = 3 X = 3 = 1 9 3

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Recurring Decimals e.g. 0.565656… Let x = 0.5656565… 100x = 56.56565656… We do a subtraction…

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100x = 56.56565656… - x = 0.565656565 99x = 56 X = 56 99

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Recurring Decimals Reminder: Recurring decimals are written by using a dot:. e.g. 0.3333333…. = 0.3

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Now you try Convert the decimals to fractions –0.545454….. –0.599999….

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How can we solve fractional equations? Do now: Solve for x What steps did you use to solve?

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