Thank you for respecting the copyright of the author. Please note: purchase of this product conveys license for use by the purchaser only in his/her own classroom. Additional resources with fractions that might interest you: Addition of Fractions with Visual Representation, a fun and challenging activity Ratios, Fractions, Decimals, Percents - Converting, Comparing, Ordering, five days of learning which includes task cards, worksheets, a study guide, a summative assessment, and a cross-curricular (art) enrichment activity Note: This resource is in a zip file, with the powerpoint plus a pdf file for the worksheet. a challenge question on one of the steps of the process – you might pose this question before the students begin working independently on the assignment, or have the students write an explanation along with the assigned problems.nine practice problems, included in the powerpoint presentation as well as on a printable worksheet answer key provided.Mostly, bars are used over the repeating digits in the recurring decimals, for example, 0.333333.0.3¯, the repeated term in decimal is represented by a bar on top of the repeated part. conversion of a repeating decimal (greater than one) to a mixed number A recurring decimal is a non-terminating decimal that has a digit or a sequence of digits repeating over and over and over again without ever ending.conversion of repeating decimal (with two repeating digits) into a fraction.step-wise lesson on converting a repeating decimal (one repeating digit), with some fun encouragement mixed in.review - converting a fraction to a decimal and converting a terminating decimal to a fraction. ![]() We will refer to this as equation 1 Multiply both sides of the equation by 10 n where n is the number of digits in the repeating string. Set the repeating decimal equal to a variable. review of vocabulary - rational and irrational number, terminating and repeating decimal Converting a Repeating Decimal into a Fraction.This Powerpoint lesson teaches the conversion of a repeating decimal into a fraction through step-by-step demonstration.
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