Maths on the move Cookie Count Room 13 – Year 2 Class 2007.

Slides:



Advertisements
Similar presentations
Transforming lives through learning Scottish Survey of Literacy & Numeracy Support Material First Level – Fractions Produced by Education Scotland Transforming.
Advertisements

4/7/2015  Copyright Valiant Technology Ltd Roamer Mathematics.
Ryan Thomas Team leader Abi Hart Drinks server Becky Butler Team leader Matt Jones Drinks server Chris Griffiths Snack server To provide a team to serve.
5.NF.3 Dividing Whole Numbers Using Picture Models that Lead to Mixed Number Quotients 7 ÷ 4 = 1¾ 8 ÷ 3 = 2 ⅔ 9 ÷ 4 = 2¼ 11 ÷ 3 = 3 ⅔.
Two way tables There are 125 children in Year 6. 52% of them are girls. 20% of girls do not play football. Five times as many boys play as do not play.
Progression In Calculations at Lyndhurst First School.
Dr. Monica Hartman.  Each person takes a turn. Roll the die and answer the question that corresponds to the number on the die. The other members, in.
Helping your child with Maths In Year 2. Helping your child with Maths Try to make maths as much fun as possible - games, puzzles and jigsaws are a great.
Progression In Calculations.
Playing board for the game Crooked Rules
October 2014 Miss Hughes Maths Subject Leader
Video. Mental Math What is mental math? Consider the time when you first learned to drive. Think about how much attention you had to pay to each of the.
Key strategies for interventions: Fractions
Longfield Primary School Maths Parents’ Workshop
Operations: Meanings and Basic Facts CHAPTER 9 Tina Rye Sloan To accompany Helping Children Learn Math9e, Reys et al. ©2009 John Wiley & Sons.
Key Stage 1 SATs Parent Information Meeting. The National Curriculum All maintained schools must follow the National Curriculum by law. It consists of.
Using Multiple Strategies to Complete Multi-step Addition and Subtraction Problems Dale City Elementary Host teacher: Beth Moore Team Members: Beth Alvarez,
How Many Valentines?.
Mental Maths Parent Workshop How mental maths is taught in school and ways in which you can support your child at home. It’s not just times-tables!
Step-by-Step Model Drawing
Believe and Achieve Together
Maths Keep up with the kids!. o Practical maths at home o Written multiplication and division o Year group expectations Aims for today.
Cippenham Infant School Maths Workshop Number and Calculations 15 th January 2014 Believe and Achieve Together.
Shall I use a pencil and paper method?
Welcome to Dingo State School Numeracy Afternoon.
Our Purpose and Agenda Important outcome for 2 nd grade Whole number addition and subtraction Two- and three-digit addition and subtraction Important outcomes.
Green Meadow Elementary
Multi-digit Numerical Long Division 1 © 2013 Meredith S. Moody.
Math Module 3 Multi-Digit Multiplication and Division Topic E: Division of Tens and Ones with Successive Remainders Lesson 14: Solve division word problems.
Grade Three: Fractions Unit 7 Finding Fair Shares
Goldilocks Early Years Numeracy Book 2. Goldilocks and the three bears are having a party. It is baby bear’s birthday. How many cakes do you need? What.
Bridlewood Primary School Calculation and Croissants Parent Workshop 22 nd September2015.
8:50 In a P1 math class, students conduct their morning routines using the calendar to count the number of days of school. A student points to the various.
Transitioning to the Common Core State Standards – Mathematics Pam Hutchison
Critical Outcomes 1 st grade Adding and subtracting situations Strategies for adding and subtracting Place value understanding (groups of tens and ones)
Melissa Rickman St Brigid’s College, Lesmurdie Year Three.
How to Help in Early Years Maths. By the end of Reception these are the expectations. Children count reliably with numbers from 1 to 20, place them in.
Teaching to the Big Ideas K - 3. Getting to 20 You are on a number line. You can jump however you want as long as you always take the same size jump.
Welcome to Unit 5 Fractions and Fraction Computation.
Sight Words.
SHORT DIVISION FRACTIONS x WHOLES MULTIPLICATION DIVISION REDUCING FRACTIONS ON THE ABACUS MENU.
Helping Your Child with Their Maths at Home
Chapter 4 Divide by One digit Numbers. Chapter Vocabulary Division- splitting into equal parts or groups. Divisor- The number you divide by Dividend-
Making Sense of Fractions Juli K. Dixon, Ph.D. University of Central Florida.
Expectations from the New (2014) Curriculum Key areas of the curriculum related to Number, Mental Maths and the four operations Mental Maths - support.
St John’s Catholic Infant School Loving, Learning and Laughter, together with God. Mathematics Workshop.
Working Together with Mathematics KS1 Workshop Tuesday 6 th December 7.30 – 8.15.
Sharing Candy Bars 5.NF.35.NF.45.NF.6. ESSENTIAL QUESTIONS How can we determine how much someone gets in a fair-share situation if the fair share is less.
Collaborative Grouping 6-12 Math Teachers. Workshop Outcomes Participants will gain effective strategies for forming and facilitating a classroom culture.
Glosmaths Session 3 Exploring aspects of ‘problem solving’ within PSRN Aims: To consider the development.
Securing number facts, relationships and calculating.
Grade Three: Fractions Unit 7 Finding Fair Shares.
MEAN AND RANGE. 6PS1.1 Compute the range, mean, median, and mode of data sets Objective: Understand what the mean and range of a data set stand for Learning.
Extending Mathematical Understanding Parent Workshop 7th June 2016 St Brendan’s Catholic Primary School Lake Munmorah.
Maths Parent Workshop October 2013 Stakesby Community Primary School.
How can we tell which portions are the same amount?
Grade 5 Notes Play supervised games everyday No calculators
Cookie Count The lesson Cookie Count from Maths 300 was based on the book “The Doorbell Rang” so to begin the unit we read the book and acted out the story.
21st Century Lessons Trapezoids Lesson Mrs. Thompson Level 1.
Mean as Fair Share and Balance Point
Multiplying and Dividing Fractions Grade 5, CCSSM
Mean as Fair Share and Balance Point
Engage NY Math Module 2 Lesson 21: Divide two- and three-digit dividends by two-digit divisors with single-digit quotients and make connections to a written.
Year 4 (National Numeracy Strategy) (Based on DFEE Sample Lessons)
© DMTI (2018) | Resource Materials |
Year 4 (National Numeracy Strategy) (Based on DFEE Sample Lessons)
Implementation Review the mathematical concept.
21st Century Lessons Trapezoids Lesson Mrs. Thompson Level 1.
Add and Subtract I can use a number line to count in tens or hundreds from any starting point. I explain what each digit represents in a four digit number.
April 25, 2014 SSOS Central Center of Excellence Team Meeting
Presentation transcript:

Maths on the move Cookie Count Room 13 – Year 2 Class 2007

Overview of Unit Topic: Cookie Count and more… Learning Area: Mathematics Strand:Number Key Ideas: Children generate and explore a variety of computational strategies to use numbers in daily activities when they need to estimate and quantify. Id T C KC1 KC6 Outcomes:1.7 Describes, represents and uses a variety of counting strategies and the four number operations to estimate and quantify collections of objects, units of comparison and amounts of money. In T C KC2 1.8 Uses counting strategies to answer questions about situations that involve number operations, use of a calculator, and informal and standard algorithms. Id T C KC7 Other Learning Areas integrated into this unit: ICT and Visual Arts

Overview of lessons Lesson 1 Cookie Count – small groups Lesson 2 Dividing into 2 groups a different way. Then into 4 groups – whole class. Lesson 3 Doing it all again and recording – whole class. Lesson 4 Monster Share – individual and small groups Lesson 5 How many cookies can I make? Lesson 6 Sharing the play dough cookies. How many is there altogether? How many will I get?

Materials About eighty (80) counters. These are the cookies. One (1) paper plate. From Maths 300 This problem was inspired by The Doorbell Rang, Pat Hutchins, Puffin, Make your own tray with this number of cookies. 1.Two friends are about to share the cookies. How many do they get each? 2.Two more friends arrive before any are eaten. How many do they each get now? 3. Then another two friends arrive. How many now? 4. Finally another six friends arrive! How many does each person get? Lesson 1: Cookie Count

Lesson 1 Cookie count I introduced the lesson by reading through the instructions and explaining the task. Students worked in small groups and only did the first question. 80 cookies shared between two friends. How many do they each get? A lot of students knew the answer but found it hard to explain how they worked it out. It took some time for students to ‘work together’ instead of all wanting to be ‘the leader’. This group had several goes at dividing their 80 cookies into 2 groups. In the end they decided to take it in turns to take one each and ended up with three piles. Then they divided the 3 rd pile in half again, adding half to the 1 st pile and the other half to the 2 nd pile.

This group worked really well together. Most of them knew the answer before they began the task. They put their cookies into groups of 5 so each person had four groups of 5. Then they took it in turns to put groups of 5 cookies onto the 2 plates. They recorded it as = 80

This group put the 80 cookies in a circle on the floor. Split the circle in half (by estimating where ½ was), put each half onto a plate and then counted each pile to make sure there were 40 on each plate. They were pretty close. 39 on 1 plate and 41 on the other. The fourth group put their cookies into groups of 10, counted by 10s to check there were 80 counters. Then they took it in turns to put groups of 10 onto each plate until all the cookies were gone.

Lesson 2 – Dividing 80 cookies into 2 groups a different whole class way and then into 4 groups – whole class The second time we did this lesson we did it as a whole class using students as the ‘friends’ sitting in the middle of the mat with the rest of the class sitting around the outside. This was much better. Most students remembered from the first lesson that = 80 and that we could just count out 40 counters for each ‘friend’. They did this and there were no cookies left over. Two more students joined the middle making 4 friends altogether. Some of the ideas students had to divide the cookies into 4 groups were: Put them all into one pile again and each person take it in turns to take 1 cookie each until they were all gone. One student suggested that they divide their pile of 40 cookies into 2 equal groups, and give one to the ‘new friend' and the other student do the same. Another student suggested we put them all back into the middle and put them into groups of 10. Then each student take a group of 10 cookies until they are all gone. Then count your pile to make sure everyone has the same amount.

Lesson 3 – Doing it all again and recording – whole class During this lesson we tackled question 3 which was… another 2 friends arrive. How many each? This means there are 6 friends. We had 6 students in the middle and the others around the outside. This lesson all students were engaged in the problem for a fair while, but in the end there were only a handful who were determined to solve the problem. The problem was… 80 cookies shared between 6 students. Students took 10 counters each, but there wasn’t enough for another 10 each. There were lots of ideas on what to do next, such as, take one each, take two each, count how many are left on the plate. Students decided to take 2 more each and then 1 more each until there were only 2 cookies left. After further discussions students decided that they could break the 2 cookies into 1/3s, then every one would get a share of the last two cookies. They didn’t like the idea of having any cookies ‘left over’. In total all 6 students got 13 and a 1/3 cookies each. That was an ‘ah’ moment, when they decided to divide the 2 cookies into thirds so there would be no ‘left overs!’

Students copied this into their books. It is exactly how a few students explained what we did. ÷ into 6 groups = 13 and 1/3 cookies each

Lesson 4 – Monster Share Materials: Maths Lab 1 or 2 CD Rom Students played this sharing game on their own or with a couple of other students at the computer with them. It is better when there are 2 or 3 students at one computer because there is more interaction, talking and helping each other work out the problems. Students have to share the food equally with the monsters. Every game has a different amount of monsters and/or food.

Lesson 5 – How many cookies can I make? Each student was given a lump of play dough and asked to estimate and then make some cookies about the same size as a 20c coin. Jesse recorded her estimate, then made her cookies. She made 23 and recorded that too. Before dividing the cookies the class manager recorded every students prediction of how many cookies were made altogether. Some of them were 60, 45, 100, 80, 200, 78, 167 We discussed how to divide them. E.g. taking 1 at a time, 10 at a time etc. Lesson 6 – Sharing the play dough cookies. How many is there altogether? How many will I get?

After asking questions like… is there another way or a quicker way of dividing them up…students decided to take 10 cookies each and sit on the mat. The remaining cookies were put into the centre of the circle. It was interesting to see the different ways students arranged their 10 cookies.

After more discussions students all took 1 more cookie each, which left only cookies left over 8 cookies left over We discussed how to divide the 8 cookies. E.g. break each one in half (=16 pieces), but that still wouldn’t be enough. Another idea was to break each cookie into 1/3s (= 24 pieces, 1 piece for each student and still there would be 4 left over) And that’s as far as we got.

THE END