Online Practice Lesson 1 Given the number of total pieces and a circular area model, students name the fraction shown. Students pair a fraction written in fraction form with the equivalent fraction as an area model. Given the number of total pieces and a circular area model, students name the fraction shown. Lesson 2 Given a collection/set, students identify the correct fraction. Some fractions are shown in simplest terms. Feedback is given. Lesson 3 Students use halves and thirds to create a whole pictorially. Feedback is given. Lesson 6 “Grampy is hidden behind a hedge. Students identify the fraction, less than 1, at which “Grampy” is hidden. This activity may be difficult because it does not show tick marks for the hedge initially and requires a level of estimation and number sense. Descriptive feedback is given. Lesson 7 Students name an equivalent fraction, less than 1, for the fraction of a circular area model shown. Feedback is given. Given a circular area model, students manipulate the virtual fraction to find and name an equivalent fraction. Descriptive feedback is given. Students match equivalent fraction pairs from a selection of fraction cards as quickly as possible. There are 3 levels; at higher levels, the number of fraction cards increases. Feedback is given. Lesson 8 Students match fractions, less than and equal to 1, to segments on the number line. Feedback is given. Lesson 11 Given an area model, students divide 2 area models and shade sections of a whole to create equivalent fractions based on an initial generated fraction. The equivalent fractions are shown in a table for comparison. This activity is difficult for students who cannot computationally create equivalent fractions. Feedback is given. Lesson 12 In this student-made video, a student explains how to determine whether two fractions are equivalent. Students determine how many slices are equivalent to fill a pizza order, such as  of a 12-slice pizza or  of a 10-slice pizza, etc. Descriptive feedback is given. Lesson 13 Given a set/collection, students identify 2 equivalent fractions to represent the set/collection. Feedback is given.
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