Use the colored paper to fold strips with denominators 2, 3, 4, 6, and 8.  Blue for 2  Green for 3  Yellow for 4  Red for 6  Pink for 8  White for.

Slides:



Advertisements
Similar presentations
Introductory Activity 1:
Advertisements

Making Fraction Strips NO LABELING OF FRACTION STRIPS! 1)Pink: whole 2)Green:halves, fourths, eighths 3)Yellow:thirds, sixths, ninths 4)Blue:twelfths Note.
Making Fraction Strips NO LABELING OF FRACTION STRIPS! Pink: whole Green:halves, fourths, eighths Yellow:thirds, sixths, ninths Blue:fifths, tenths Note.
Comparison Situations and Tape Diagrams
Please sit at the table color and number that you selected! Use your set of FRACTION STRIPS! Pink: whole Green:halves, fourths, eighths Yellow:thirds,
Division of Fractions: Balancing Conceptual and Procedural Knowledge Part 2 January 15, 2013 Common Core Leadership in Mathematics2 (CCLM) This material.
Multiplication of Fractions WMC Annual Conference May 2012 Astrid Fossum, Milwaukee Public Schools Paige Richards, School District of South Milwaukee Isn’t.
Comparing Fractions MTL Meeting September 20, 2011.
Adding and Subtracting Fractions with Like Denominators.
6-8 Interventionists Training Session 2 September 25, 2013.
Copyright © Allyn and Bacon 2010
Common Core Leadership in Mathematics Project, University of Wisconsin-Milwaukee, Summer Institute 2011 Addition and Subtraction of Fractions Part 2 Class.
Common Core Standards 3rd Grade Fractions
Amy LeHew Elementary Math Facilitator Meeting October 2012.
Amy LeHew Elementary Math Facilitator Meeting November 2012.
Grade Three: Fractions Unit 7 Finding Fair Shares.
THIRD AND FOURTH GRADE NUMBER AND OPERATIONS: FRACTIONS
Grade Three: Fractions Unit 7 Finding Fair Shares
Fractions 3-6 Central Maine Inclusive Schools October 18, 2007 Jim Cook.
Exploration Activity: Fractions From First to Sixth Grade
CCSS-M: Fractions Part 2. Teaching for Understanding We Are Learning To: Examine fractions as numbers using models Understand and use unit fraction reasoning.
Why Fractions? “Understanding fractions is one of the most important outcomes of mathematics education because of the pervasive use of fractions throughout.
© 2013 University Of Pittsburgh Supporting Rigorous Mathematics Teaching and Learning Using Assessing and Advancing Questions to Target Essential Understandings.
Standard:NS 1.2 Interpret and use ratios in different contexts (e.g., batting averages, miles per hour) to show the relative sizes of two quantities, using.
Division of Fractions Balancing Procedural and Conceptual Knowledge Tuesday December 6, 2011 Common Core Leadership in Mathematics (CCLM) Common Core Leadership.
A Look at Standards for Mathematical Practice Gr. 3-5 Class 1 January 31, 2011.
Building Conceptual Understanding of Fractions Part Two
Ratios Using Data. Ratio is a comparison of two numbers, Usually written as a fraction a/b, where a and b are the numbers First number in the numerator.
Transitioning to the Common Core State Standards – Mathematics Pam Hutchison
Learning Targets: I can identify halves, fourths, and thirds.
TIPM3 March 13, SBAC Update See Link on protopage Claims (p. 17) Reporting Scores (p.19) Summative Assessment Targets Grade 3 (p. 27) Summative.
© DMTI (2014) | Resource Materials
Learning the Language of Math ESOL. FRACTIONS Learning Outcome I can… * explain what is a fraction. * explain the difference between a whole number and.
Addition and Subtraction of Fractions Part 2
Amy LeHew Elementary Math Facilitator Meeting February2013.
Building Conceptual Understanding of Fractions Part Three
Common Core Leadership in Mathematics Project, University of Wisconsin-Milwaukee, Summer Institute 2012 Fractions: Teaching with Understanding Part 2 This.
Common Core Leadership in Mathematics Project, University of Wisconsin-Milwaukee, Multiplication of Fractions Part 3.5 March 5, 2013 Common.
Building Conceptual Understanding of Fractions Part One
Preservice teachers’ understandings of what makes a fractions model “linear” Steven Boyce.
Developing subject knowledge and practice in fractions. To identify some of the difficulties and misconceptions which children have & implications for.
Fractions Are Fun! Third Grade Early Childhood Math Fractions.
What’s That Portion? Investigations Unit 4 5 th Grade Math Alliance Meeting Beverly Woods Elementary.
Common Core Leadership in Mathematics Project University of Wisconsin-Milwaukee, Summer Institute 2011 CCSS-M: Fractions Part 2.
Fractions and Sets 9-3 I can show and understand that fractions are equal parts of a whole. 3.NF.1.
Grade Three: Fractions Unit 7 Finding Fair Shares.
Welcome Highland Ranch and Midland! December 10, 2014 Facilitator: Andrea Barraugh Please make a nametag – Large, Dark Letters.
Grade Three: Fractions Unit 7 Finding Fair Shares.
subtract within 1000 using strategies based on place value
Division of Fractions Core Mathematics Partnership
April 2012 MTL Meeting Using the Number Line to Make Sense of Equivalent Fractions Connie Laughlin Lee Ann Pruske Beth Schefelker.
Mixed Numbers on a Number Line
Leap Frog Fractions 4th Grade
CCSS-M: Fractions Part 1
Multiplicative Comparison Problems and Strip Diagrams
Multiplying and Dividing Fractions Grade 5, CCSSM
Engage NY Math Module 3 Lesson 1: Making equivalent fractions with the number line, area model and with numbers.
Fractional Parts of Objects
Third grade Math Lesson Common Core Standard 3.NF.A.1
Develop Understanding of fractions as numbers
Fractions VI Adding Like Denominators
Introduction to Fractions
Fractions: Teaching with Understanding Part 3
Fractions VII Adding Like Denominators
Comparing and Ordering Fractions October 2, 2012
Extend understanding of fraction equivalence and ordering.
Engage NY Math Module 3 Lesson 1: Making equivalent fractions with the number line, area model and with numbers.
HOW TO THINK, PAIR, SHARE Please follow these steps:
LO: To order fractions By the end of the lesson you will be able to:
Fractions.
Presentation transcript:

Use the colored paper to fold strips with denominators 2, 3, 4, 6, and 8.  Blue for 2  Green for 3  Yellow for 4  Red for 6  Pink for 8  White for whole  Do not label your strips 1

2

Triads  Use your notes to share your findings from your classroom observations › What models did you observe being used in fraction instruction? › In what way were you able to provide support to the teacher around fractions? › What connections to CCSSM did you observe in the classroom? 3

We are learning to…  Understand and use fraction reasoning  Represent fractions on a number line  Analyze 3 rd grade fraction standards from the CCSSM 4

We will be successful when we…  Place fractions on a number line and use unit fraction reasoning to explain why they are placed in that location.  Explain and provide examples to make sense of the cluster statement: › Develop understanding of fractions as numbers. 5

 Why is it important for students to fold their own fraction strips?  How does the “cognitive demand” change when you provide prepared fraction strips?  Should fraction strips be labeled with numerals? 6

 Fold each fraction strip so you can only see one “unit” of each strip.  Arrange these unit fractions from largest to smallest.  What conjectures can you make about unit fractions? 7

 Arrange the open fraction strips in front of you.  Look at the thirds strip. How do you see the number one (whole) on this strip using unit fractions?  In pairs, practice stating the relationship between the whole and the number of unit fractions in that whole (e.g., 3/3 is three parts of size 1/3). 8

 Fold your fraction strip to show ¾  How do you see this fraction as ‘unit fractions’?  Fold your fraction strips to show 7/4  How do you see this fraction as ‘unit fractions’? 9

10

Understand a fraction1/b as the quantity formed by 1 part when a whole is partitioned into b equal parts; understand a fraction a/b as the quantity formed by a parts of size 1/b.  How do you make sense of the language in this standard connected to the previous activity ? 11

Jim and Sarah each have a garden. The gardens are the same size. 5/6 of Jim’s garden is planted with corn. 7/8 of Sarah’s garden is planted with corn. Who has planted more corn in their garden?  Use fraction strips and reasoning to explain your answer to this question. 12

We are learning to…  Understand and use fraction reasoning  Represent fractions on a number line  Analyze 3 rd grade fraction standards from the CCSSM 13

What do you know about a number line that goes from 0 to 4?

 Make connections between number line activity and the standard 3NF2a.  On your Standards Interpretation Sheet rephrase this standard and provide an example. Share with your partner. 15

 On your paper draw a number line from 0 to 1 that shows fourths.  Mark ¾ on your number line.  Explain to your shoulder partner how you marked ¾. 16

On the number line:  Find 5/8 by iteration of unit 1/8 size five times.  (You find a/b by using a iterations of 1/b units 3.NF.2B) 17

 Reflect on how 3.NF.1 and 3.NF2a and 3.NF.2b help students understand fractions as numbers.  Add your understanding to the Standards Recording Sheet 18

 Interview a two students, one in 3 rd grade, one in 5 th grade, and have them ask the following:  What does ¾ mean?  Use the form provided for each student.  Reflection: What did you learn from the interviews? 19

We are learning to…  Understand and use fraction reasoning  Represent fractions on a number line  Analyze 3 rd grade fraction standards from the CCSSM 20

We will be successful when we…  Place fractions on a number line and use unit fraction reasoning to explain why they are placed in that location.  Explain and provide examples to make sense of the cluster statement: › Develop understanding of fractions as numbers. 21

 Identify two major ideas teachers need to understand about fractions as numbers. 22