Writing Recurring Decimals As Fractions Worksheet A recurring decimal exists when decimal numbers repeat forever For example 0 dot 3 means 0 333333 the decimal never ends Dot notation is used with recurring
Worksheet Converting recurring decimals into fractions Convert the following recurring decimals into fractions in their simplest forms Give your answers as Lesson 1 Repeating decimals Converting a fraction to a repeating decimal Writing fractions as repeating decimals Converting repeating decimals to fractions part 1 of 2 Converting repeating decimals to fractions Converting repeating decimals to
Writing Recurring Decimals As Fractions Worksheet
Writing Recurring Decimals As Fractions Worksheet
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Nov 2 2011 0183 32 The process of converting a repeating decimal to a fraction can be broken down into a few easy steps To start set the decimal equal to a variable Multiply the
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Writing Recurring Decimals As Fractions Worksheet

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Oct 21 2016 0183 32 Welcome to The Converting Terminating and Repeating Decimals to Fractions A Math Worksheet from the Fractions Worksheets Page at Math

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GCSE 1 9 Recurring Decimals to Fractions Instructions Use black ink or ball point pen Answer all questions Answer the questions in the spaces provided there may

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May 4 2019 0183 32 pdf 45 32 KB TWO FULL LESSONS on converting recurring decimals to fractions I recommend starting the second lesson at Ex3

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To convert a decimal to a fraction we write the decimal number as a numerator and we write its place value as the denominator Example 1 0 07 0 0 7 is 7 hundredths So we write 7 over 100 0 07 7 100 But what about repeating decimals Let s look at an

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RECURRING DECIMALS INTO FRACTIONS Materials required for examination Items included with question papers Ruler graduated in centimetres and Nil millimetres
To convert recurring decimals to fractions we use a method which involves multiplying the decimal by a power of 10 in such a way that the pattern of numbers after the decimal Convert 0 2 recurring into a fraction We use algebra and begin by writing the first few digits of the recurring decimal out in full Let x 0 222222 If we multiply both sides of
Sep 20 2019 0183 32 Click here for Questions Textbook Exercise Previous Ordering Decimals Textbook Exercise Next Division Textbook Exercise The Corbettmaths Textbook