Here are the steps to solve this problem:
1) Kaleb bought 9 oranges
2) Ben bought the same number as Kaleb, which is 9 oranges
3) To find the total oranges they bought, we add the amounts:
9 oranges (Kaleb) + 9 oranges (Ben) = 18 oranges
4) The equation is: 9 + 9 = 18
5) I know I'm right because addition is commutative - the order of the addends doesn't matter. So adding Kaleb's 9 oranges and Ben's 9 oranges will give the total amount regardless of order.
Presentation Math Workshop#May 25th New Help our teachers understa...guest80c0981
This is presented by a Math teacher,in Army Burn Hall College For Girls ,Abbottabad.
The target group was the teachers of school section. There were certain activities also performed an demonstrated in order to introduce new teaching methodologies and to prepare our teachers to meet the need of the day.
Umber
Presentation Math Workshop#May 25th New Help our teachers understa...guest80c0981
This is presented by a Math teacher,in Army Burn Hall College For Girls ,Abbottabad.
The target group was the teachers of school section. There were certain activities also performed an demonstrated in order to introduce new teaching methodologies and to prepare our teachers to meet the need of the day.
Umber
308. Don't FAL out;Techno IN!
This session will share several formative assessment lessons, activities and strategies that we have used within our classes as well as technology resources we have found very useful. Handouts are available online. You will feel like a kid leaving a candy shop!
Presenter(s): Jo Harris, Olivia Valk, Cody Powell
Location: Biltmore
308. Don't FAL out;Techno IN!
This session will share several formative assessment lessons, activities and strategies that we have used within our classes as well as technology resources we have found very useful. Handouts are available online. You will feel like a kid leaving a candy shop!
Presenter(s): Jo Harris, Olivia Valk, Cody Powell
Location: Biltmore
This is an esoteric and a numerical analysis of Saint Paul's fourteen epistles and their influence on how Dante Alighieri's (1265-1321) esoterically structured La Divina Commedia's mathematical system.
My analysis of Saint Paul's numerical data is incomplete; however, completing that analysis was not the purpose of this paper. Demonstrating how Dante Alighieri borrowed his ideas from Saint Paul was the purpose for writing this paper.
308. Don't FAL out;Techno IN!
This session will share several formative assessment lessons, activities and strategies that we have used within our classes as well as technology resources we have found very useful. Handouts are available online. You will feel like a kid leaving a candy shop!
Presenter(s): Jo Harris, Olivia Valk, Cody Powell
Location: Biltmore
308. Don't FAL out;Techno IN!
This session will share several formative assessment lessons, activities and strategies that we have used within our classes as well as technology resources we have found very useful. Handouts are available online. You will feel like a kid leaving a candy shop!
Presenter(s): Jo Harris, Olivia Valk, Cody Powell
Location: Biltmore
This is an esoteric and a numerical analysis of Saint Paul's fourteen epistles and their influence on how Dante Alighieri's (1265-1321) esoterically structured La Divina Commedia's mathematical system.
My analysis of Saint Paul's numerical data is incomplete; however, completing that analysis was not the purpose of this paper. Demonstrating how Dante Alighieri borrowed his ideas from Saint Paul was the purpose for writing this paper.
Language micro-gaming: fun and informal microblogging activities for language...Maria Perifanou
2nd World Summit on the Knowledge Society - WSKS 2009
6-8 September 2009, Chania, Greece
Language micro-gaming: fun and informal microblogging activities for language learning
Maria A. Perifanou
Department of Italian and Spanish Language and Literature, University of Athens, mariaperif@gmail.com
Play can be highly influential in learning. What happens when play becomes informal learning supported by web 2.0 technologies? Practical ideas applied in an Italian foreign language classroom using microblogging to promote fun and informal learning showed that microblogging can enhance motivation, participation, collaboration and practice in basic language skills.
SAINT PETER’S BASILICA Architecturally Inspired and Designed Directly From th...William John Meegan
This paper will illustrate exactly where the Holy Mother Church: i.e. The Roman Catholic Church obtained its inspiration and the designs to build Saint Peter’s Basilica and Bernini’s Square.
This thesis is all about sacred geometry and the numerical patterns laid out in first eleven chapters of Genesis, which are known as the antediluvian times or better still the Matriarchal Culture or the Age of the Goddess.
The core of this theme center on the principle that every mother (Matriarchal Culture) prepares her child for the period of puberty, when the child is initiated into the societal mores: i.e. Patriarchal Culture
Teaching teachers the best practices in Guided Math instruction. This presentation was delivered to staff at Powers Ferry Elementary School in Cobb County, GA. It helped teachers learn how to easily and effectively implement Guided Math into their math workshop model.
Read| The latest issue of The Challenger is here! We are thrilled to announce that our school paper has qualified for the NATIONAL SCHOOLS PRESS CONFERENCE (NSPC) 2024. Thank you for your unwavering support and trust. Dive into the stories that made us stand out!
June 3, 2024 Anti-Semitism Letter Sent to MIT President Kornbluth and MIT Cor...Levi Shapiro
Letter from the Congress of the United States regarding Anti-Semitism sent June 3rd to MIT President Sally Kornbluth, MIT Corp Chair, Mark Gorenberg
Dear Dr. Kornbluth and Mr. Gorenberg,
The US House of Representatives is deeply concerned by ongoing and pervasive acts of antisemitic
harassment and intimidation at the Massachusetts Institute of Technology (MIT). Failing to act decisively to ensure a safe learning environment for all students would be a grave dereliction of your responsibilities as President of MIT and Chair of the MIT Corporation.
This Congress will not stand idly by and allow an environment hostile to Jewish students to persist. The House believes that your institution is in violation of Title VI of the Civil Rights Act, and the inability or
unwillingness to rectify this violation through action requires accountability.
Postsecondary education is a unique opportunity for students to learn and have their ideas and beliefs challenged. However, universities receiving hundreds of millions of federal funds annually have denied
students that opportunity and have been hijacked to become venues for the promotion of terrorism, antisemitic harassment and intimidation, unlawful encampments, and in some cases, assaults and riots.
The House of Representatives will not countenance the use of federal funds to indoctrinate students into hateful, antisemitic, anti-American supporters of terrorism. Investigations into campus antisemitism by the Committee on Education and the Workforce and the Committee on Ways and Means have been expanded into a Congress-wide probe across all relevant jurisdictions to address this national crisis. The undersigned Committees will conduct oversight into the use of federal funds at MIT and its learning environment under authorities granted to each Committee.
• The Committee on Education and the Workforce has been investigating your institution since December 7, 2023. The Committee has broad jurisdiction over postsecondary education, including its compliance with Title VI of the Civil Rights Act, campus safety concerns over disruptions to the learning environment, and the awarding of federal student aid under the Higher Education Act.
• The Committee on Oversight and Accountability is investigating the sources of funding and other support flowing to groups espousing pro-Hamas propaganda and engaged in antisemitic harassment and intimidation of students. The Committee on Oversight and Accountability is the principal oversight committee of the US House of Representatives and has broad authority to investigate “any matter” at “any time” under House Rule X.
• The Committee on Ways and Means has been investigating several universities since November 15, 2023, when the Committee held a hearing entitled From Ivory Towers to Dark Corners: Investigating the Nexus Between Antisemitism, Tax-Exempt Universities, and Terror Financing. The Committee followed the hearing with letters to those institutions on January 10, 202
The French Revolution, which began in 1789, was a period of radical social and political upheaval in France. It marked the decline of absolute monarchies, the rise of secular and democratic republics, and the eventual rise of Napoleon Bonaparte. This revolutionary period is crucial in understanding the transition from feudalism to modernity in Europe.
For more information, visit-www.vavaclasses.com
How to Make a Field invisible in Odoo 17Celine George
It is possible to hide or invisible some fields in odoo. Commonly using “invisible” attribute in the field definition to invisible the fields. This slide will show how to make a field invisible in odoo 17.
2024.06.01 Introducing a competency framework for languag learning materials ...Sandy Millin
http://sandymillin.wordpress.com/iateflwebinar2024
Published classroom materials form the basis of syllabuses, drive teacher professional development, and have a potentially huge influence on learners, teachers and education systems. All teachers also create their own materials, whether a few sentences on a blackboard, a highly-structured fully-realised online course, or anything in between. Despite this, the knowledge and skills needed to create effective language learning materials are rarely part of teacher training, and are mostly learnt by trial and error.
Knowledge and skills frameworks, generally called competency frameworks, for ELT teachers, trainers and managers have existed for a few years now. However, until I created one for my MA dissertation, there wasn’t one drawing together what we need to know and do to be able to effectively produce language learning materials.
This webinar will introduce you to my framework, highlighting the key competencies I identified from my research. It will also show how anybody involved in language teaching (any language, not just English!), teacher training, managing schools or developing language learning materials can benefit from using the framework.
A Strategic Approach: GenAI in EducationPeter Windle
Artificial Intelligence (AI) technologies such as Generative AI, Image Generators and Large Language Models have had a dramatic impact on teaching, learning and assessment over the past 18 months. The most immediate threat AI posed was to Academic Integrity with Higher Education Institutes (HEIs) focusing their efforts on combating the use of GenAI in assessment. Guidelines were developed for staff and students, policies put in place too. Innovative educators have forged paths in the use of Generative AI for teaching, learning and assessments leading to pockets of transformation springing up across HEIs, often with little or no top-down guidance, support or direction.
This Gasta posits a strategic approach to integrating AI into HEIs to prepare staff, students and the curriculum for an evolving world and workplace. We will highlight the advantages of working with these technologies beyond the realm of teaching, learning and assessment by considering prompt engineering skills, industry impact, curriculum changes, and the need for staff upskilling. In contrast, not engaging strategically with Generative AI poses risks, including falling behind peers, missed opportunities and failing to ensure our graduates remain employable. The rapid evolution of AI technologies necessitates a proactive and strategic approach if we are to remain relevant.
Model Attribute Check Company Auto PropertyCeline George
In Odoo, the multi-company feature allows you to manage multiple companies within a single Odoo database instance. Each company can have its own configurations while still sharing common resources such as products, customers, and suppliers.
1. The following slides are my team’s version of
lesson plans for the math topic of study.
They are shared as suggestions ONLY…please
consider sharing your plans on the dropbox...
we’d love to see how other teachers are
using the program
We use some of these slides during our lessons to
incorporate different math practices as we do
number talks to help our students practice on skills
they need to develop. Other slides are included to
be used as stations or games. Please adjust and
use these plans as you would like
or
toss them in the trash
HSamuelson
2. Grade 2 ~ Math Topic Two: Understanding Addition Strategies
Time Line: August 20 – August 29, 2014
CCSSM: Operations and Algebraic Thinking
2.OA.1. Use addition and subtraction within 100 to solve one- and two-step word problems involving situations of
adding to, taking from, putting together, taking apart, and comparing, with unknowns in all positions, e.g., by using
drawings and equations with a symbol for the unknown number to represent the problem.
2.OA.2 Fluently add and subtract within 20 using mental strategies.
(1.OA.A.6~Add and subtract within 20, demonstrating fluency for addition and subtraction within 10. Use strategies such as counting on;
making ten (e.g., 8 + 6 = 8 + 2 + 4 = 10 + 4 = 14); decomposing a number leading to a ten (e.g., 13 – 4 = 13 – 3 – 1 = 10 – 1 = 9); using the
relationship between addition and subtraction (e.g., knowing that 8 + 4 = 12, one knows 12 – 8 = 4); and creating equivalent but easier or
known sums (e.g., adding 6 + 7 by creating the known equivalent 6 + 6 + 1 = 12 + 1 = 13).
Number and Operation in Base Ten
2.NBT.5. Fluently add and subtract within 100 using strategies based on place value, properties of operations, and/or
the relationship between addition and subtraction.
2.NBT.9. Explain why additions and subtraction strategies work, using place value and the properties of operations.
Mathematical Practices
#1 Make sense of problems and persevere when solving them.
#6 Attend to precision.
#7 Look for and make use of structure.
Learning Targets
*I can choose when to use addition or subtraction in a word problem.
*I can represent addition or subtraction word problems using objects, drawings, and equations with unknowns in all
positions.
*I can add and subtract numbers within 100 with ease by applying strategies (decomposing numbers into tens and ones,
using commutative and associative properties) based on the numbers being added subtracted.
3. Learning Targets
I can choose when to use addition or subtraction in a word problem.
I can represent addition or subtraction word problems using objects, drawings, and equations with unknowns in all
positions.
I can use mental strategies to add or subtract numbers within 20 with ease.
I can recall from memory all sums of two one digit numbers.
I can add and subtract numbers within 100 with ease by applying strategies based on the numbers being added or
subtracted.
I can explain addition or subtraction using place value.
I can explain addition and subtraction using the properties of operation.
Vocabulary
Doubles, near doubles, addend, number sentence, part-part-whole
Math Tools
Number line, base ten blocks, tens frame, hundreds chart, counters, cubes, part-part-whole, flash cards
Resource for more math games…
http://swampfrogfirstgraders.blogspot.com/p/k2-math-fact-book-study.html
Thanks to Tina David and all her shares!
4. Monday
Aug.18
Topic 1.6 – Connecting Addition and Subtraction TM pg.23A-26B
Vocabulary: related
Focus: How can you write related addition and subtraction equations?
Envision Workbook pages 31-32
Formative Assessment: Quick Check Master 1-6 pg. 63
Tuesday
Aug.19
Topic One Assessment
Wednesday
Aug.20
Topic 2.1- Adding 0,1,2 TM pg. 35A-35B
Focus: How are the number relationships of 0-more than, 1-more-than, and 2-more-than the basis for
adding with 0,1, and 2?
see Tina’s suggestions below…
Lesson
Topic 2.1- Adding 0,1,2 TM pg. 35A-35B
Focus: How are the number relationships of 0-more than, 1-more-than, and 2-more-than the
basis for adding with 0,1, and 2?
Complete the 2.1 topic newspaper for guided practice.
Math magic square for zero- group activity
Two more/ game on computer:
http://www.bgfl.org/bgfl/custom/resources_ftp/client_ftp/ks1/maths/two_more/
Independent practice: Workbook page or extra page. Require students to circle the 0, 1, or 2 so
they know what they are adding to the number and follow the pattern they discovered on the
initial activity.
Give students a work mat and counters.
Have them put zero counters in the zero
box, one counter in the ones box, and two
counters in the twos box. Have them put
out a set number of counters. Ask them if
they took that number or part and added
0 counters to that what would be the
whole. Then have them add one counter
to that number to find out the whole,
then two numbers to find the whole.
Have them discuss their answers and see
the pattern. Continue in this way till
students see a pattern when adding zero
to a number, one to a number and two to
a number.
5. Thursday
Aug.21
Topic 2.2- Adding Doubles
Focus: What are different ways to learn and remember doubles facts?
See Tina’s suggestions
Lesson
Topic 2.2- Adding Doubles
Focus: What are different ways to learn and remember doubles facts?
Discuss with students what numbers are added with a doubles fact? Why are they called doubles
facts? Ask them what other doubles facts they know and have them list the other facts.
Use counters and part-part- whole work mat that was run previously, to show how students can
create doubles using counters. Ask them how to show double 4. Put down five counters on one
side and have them show you how to make it a double.
Use the newspaper for guided practice.
Independent practice is the workbook page.
On youtube-
http://youtu.be/ljPKoNJH1Jg
(doubles 1-6 rap)
http://youtu.be/yFuskIXXQa4
(doubles 6-12 rap)
http://youtu.be/uKwG6N8Z9hg
(doubles …Heidi’s Songs)
remember to add s after http to play
at school
fishing for doubles
Friday
Aug.22
Topic 2.3- Near Doubles
Focus: How can doubles facts be used to learn near doubles facts?
Topic 2.3- Near Doubles
Focus: How can doubles facts be used to learn near doubles facts?
Ask 10 children to form 2 rows of 5. Children should stand side by side or in pairs. What doubles fact
tells you how many children are here? Ask 1 more child to join one of the lines. What addition sentence
can I write to show this? This is called a near double.
Use the newspaper as guided practice.
Independent practice: workbook page
Have students use two different
color cubes to add doubles and
add one. Write an addition
equation to show the double and
the double plus one.
I have a game with dice and game
board to practice doubles plus
one. I also have a matching
activity with a sheet students can
record their answers.
6. Monday
Aug.25
Topic 2.4 Adding in any order
Focus: What happens to the sum of two numbers when the order of the numbers being added is changed?
Check Tina’s suggestions
Lesson
Topic 2.4 Adding in any order
Focus: What happens to the sum of two numbers when the order of the numbers being added is changed?
I am going to write two math problems and example 3+4=7 and 4+3=7. I am going to have them write
down what the difference is and have them explain to me what they know about these two addition
problems. We are going to discuss this. Students are going to show how to create these two addition
sentences with connecting cubes of two different colors.
Complete the newsletter as guided practice.
Students practice with
partners and number cubes.
Roll two number cubes.
Write down the addition
equation. Then switch the
order of the addition
equation. Record this on
their sheet
Tuesday
Aug.26
Topic 2.5 Adding Three Numbers
Focus: When you add 3 numbers, how do you decide which two numbers to add first?
Handout 2-5 Envision Workbook pages 43-44
Quick Check Master pg.53 TM pg.54A Daily Spiral 2-5
Wednesday
Aug.27
Topic 2.6 Making 10 to add 9 TM pg. 55A-58B
Focus: How can you make 10 when adding with 9?
Handout 2-6 Envision Workbook pages 45-46
Quick Check Master 2-6 pg. 59 Daily Spiral 2-6 pg.57
Thursday
Aug.28
Topic 2.7 Making 10 to add 8
Focus: How can you make 10 when adding with 8?
Handout 2-7 Envision Workbook pages 47-48
Quick Check Master pg. 65 TM pg. 62A Daily Spiral Review Master pg. 63 TM pg. 59A
Friday
Aug.29
Topic 2 Assessment
7. *I can choose when to use addition or
subtraction in a word problem.
*I can represent addition or subtraction word
problems using objects, drawings, and equations
with unknowns in all positions.
*I can use mental strategies (count on, make a
ten) to add or subtract numbers within 20 with
ease.
*I can recall from memory all sums of two one-
digit numbers.
Topic 2
Target Skills
Math
14. MysteryQRCODES
MathWordProblems
Print andcut out theQRcodecards. Placetheminclear plasticbadge
holdersthroughout theroomfor aMysteryQRCodesearchstation.
Studentsneedaclipboardwiththerecordingsheet andapencilalongwith
aiPodTouch, iPad, or iPhonewithaQRscanner appdownloadedtothe
device.
Partnerstaketurnsscanningthecode, readingthewordproblem, and
solvingtheproblemontheir recordingsheet usingpictures, words, and
number equations.
Makethisstationself checkingbyprintingout theKeyfor studentsto
checktheanswers.
HSamuelson http://swampfrogfirstgraders.blogspot.com/
15. MysteryQRCODES
MathWordProblems
Take turns with your partner.
Scan the QRcode.
Read the message.
Solve the problem on your record sheet.
Use pictures, words, and number equations.
Check your answers with the answer Key.
19. Topic 2.2 Math
Task
Kaleb bought 9 oranges. Ben bought the same
number of oranges. How many oranges did they
buy in all? Draw a model. Write an equation. Then
tell how you know you are right.
Kaleb bought 9 oranges. Ben bought the same
number of oranges. How many oranges did they
buy in all? Draw a model. Write an equation. Then
tell how you know you are right.
Kaleb bought 9 oranges. Ben bought the same
number of oranges. How many oranges did they
buy in all? Draw a model. Write an equation. Then
tell how you know you are right.
Kalebbought9oranges.Benboughtthesame
numberoforanges.Howmanyorangesdidthey
buyinall?Drawamodel.Writeanequation.Then
tellhowyouknowyouareright.
Kaleb bought 9 oranges. Ben bought the same
number of oranges. How many oranges did they
buy in all? Draw a model. Write an equation. Then
tell how you know you are right.
Kaleb bought 9 oranges. Ben bought the same
number of oranges. How many oranges did they
buy in all? Draw a model. Write an equation. Then
tell how you know you are right.
Kaleb bought 9 oranges. Ben bought the same
number of oranges. How many oranges did they
buy in all? Draw a model. Write an equation. Then
tell how you know you are right.
Kalebbought9oranges.Benboughtthesame
numberoforanges.Howmanyorangesdidthey
buyinall?Drawamodel.Writeanequation.Then
tellhowyouknowyouareright.
Kalebbought9oranges.Benboughtthesame
numberoforanges.Howmanyorangesdidthey
buyinall?Drawamodel.Writeanequation.Then
tellhowyouknowyouareright.
22. Squar es
Bethefirst player toformasquare
withfour numbersontheboard.
gameadaptedfrom“MasteringtheBasicMathFactsinAdditionandSubtraction”
2013 HSamuelson~swampfrogfirstgraders.blogspot.com
Print a game board for each set of partners and add to a page
protector for game play. Print 2-3 copies of the card page, cut out, and
store for game play. Each partner needs a different color of see
through marker dots.
Optional: Print a board f or 2 players. Each player needs a dif f erent
colored crayon to play the game. Players color their spot instead of
using a colored see through marker .
28. Topic 2.1 Math
Task
Katie has seven paper dolls. Then she made 2
more dolls. How many dolls does Katie have in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Katie has seven paper dolls. Then she made 2
more dolls. How many dolls does Katie have in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Katie has seven paper dolls. Then she made 2
more dolls. How many dolls does Katie have in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Katie has seven paper dolls. Then she made 2
more dolls. How many dolls does Katie have in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Katie has seven paper dolls. Then she made 2
more dolls. How many dolls does Katie have in all?
Draw a model. Write an equation. Then tell how you
know you are right. Katiehassevenpaperdolls.Thenshemade2
moredolls.HowmanydollsdoesKatiehaveinall?
Drawamodel.Writeanequation.Thentellhowyou
knowyouareright.
Katie has seven paper dolls. Then she made 2
more dolls. How many dolls does Katie have in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Katiehassevenpaperdolls.Thenshemade2
moredolls.HowmanydollsdoesKatiehaveinall?
Drawamodel.Writeanequation.Thentellhowyou
knowyouareright.
Katiehassevenpaperdolls.Thenshemade2
moredolls.HowmanydollsdoesKatiehaveinall?
Drawamodel.Writeanequation.Thentellhowyou
knowyouareright.
34. 3 5 7 9 11 13
Doubl es Pl us One
Roll a die.
Double the number.
Add one.
Cover the number.
TeachwithLaughter
35. 1. Roll.
2. Double the number.
3. Add one.
4. Cover the number.
5. Take turns.
6. Cover all the numbers to win!!
I
4+4=8
3 5 7 9 11 13
3 5 7 9 11 13
8 +1=9
TeachwithLaughter
36. Topic 2.3 Math
Task
Lily drew four houses. Then she drew 5 more
houses. How many houses did Lily draw in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Lily drew four houses. Then she drew 5 more
houses. How many houses did Lily draw in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Lily drew four houses. Then she drew 5 more
houses. How many houses did Lily draw in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Lilydrewfourhouses.Thenshedrew5more
houses.HowmanyhousesdidLilydrawinall?
Drawamodel.Writeanequation.Thentellhowyou
knowyouareright.
Lily drew four houses. Then she drew 5 more
houses. How many houses did Lily draw in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Lily drew four houses. Then she drew 5 more
houses. How many houses did Lily draw in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Lily drew four houses. Then she drew 5 more
houses. How many houses did Lily draw in all?
Draw a model. Write an equation. Then tell how you
know you are right.
Lilydrewfourhouses.Thenshedrew5more
houses.HowmanyhousesdidLilydrawinall?
Drawamodel.Writeanequation.Thentellhowyou
knowyouareright.
Lilydrewfourhouses.Thenshedrew5more
houses.HowmanyhousesdidLilydrawinall?
Drawamodel.Writeanequation.Thentellhowyou
knowyouareright.
39. 1. First roll: 2. Second roll:
______ +______=______ ______ +______=______
______ +______=______ ______ +______=______
3. Third roll: 4. Fourt h roll:
______ +______=______ ______ +______=______
______ +______=______ ______ +______=______
5. Fif t h roll: 6. Sixt h roll:
______ +______=______ ______ +______=______
______ +______=______ ______ +______=______
Roll t he t wo number cubes. Writ e an addit ion equat ion f or t he t wo numbers you
rolled. Then writ e an equat ion t hat changes t he order of t he addends.
40. Topic 2.4 Math
Task
Connor has four flowers in his garden. Then he
plants 3 more. How many flowers does Connor
have now? Draw a model. Write an equation. Can
you write the number equation in a different way?
How do you know what you wrote is the right
answer.Connor has four flowers in his garden. Then he
plants 3 more. How many flowers does Connor
have now? Draw a model. Write an equation. Can
you write the number equation in a different way?
How do you know what you wrote is the right
answer.
Connorhasfourflowersinhisgarden.Thenhe
plants3more.HowmanyflowersdoesConnor
havenow?Drawamodel.Writeanequation.Can
youwritethenumberequationinadifferentway?
Howdoyouknowwhatyouwroteistheright
answer.
Connor has four flowers in his garden. Then he
plants 3 more. How many flowers does Connor
have now? Draw a model. Write an equation. Can
you write the number equation in a different way?
How do you know what you wrote is the right
answer.Connor has four flowers in his garden. Then he
plants 3 more. How many flowers does Connor
have now? Draw a model. Write an equation. Can
you write the number equation in a different way?
How do you know what you wrote is the right
answer.
Connorhasfourflowersinhisgarden.Thenhe
plants3more.HowmanyflowersdoesConnor
havenow?Drawamodel.Writeanequation.Can
youwritethenumberequationinadifferentway?
Howdoyouknowwhatyouwroteistheright
answer.
Connor has four flowers in his garden. Then he
plants 3 more. How many flowers does Connor
have now? Draw a model. Write an equation. Can
you write the number equation in a different way?
How do you know what you wrote is the right
answer.
Connorhasfourflowersinhisgarden.Thenhe
plants3more.HowmanyflowersdoesConnor
havenow?Drawamodel.Writeanequation.Can
youwritethenumberequationinadifferentway?
Howdoyouknowwhatyouwroteistheright
47. Topic 2.5 Math
Task
Double the number of dots you see and add 1 more.
How many dots did you draw?
Double the number of dots you see and add 1 more.
How many dots did you draw?
Double the number of dots you see and add 1 more.
How many dots did you draw?
Double the number of dots you see and add 1 more.
How many dots did you draw?
Doublethenumberofdotsyouseeandadd1more.
Howmanydotsdidyoudraw?
Double the number of dots you see and add 1 more.
How many dots did you draw?
Doublethenumberofdotsyouseeandadd1more.
Howmanydotsdidyoudraw?
Doublethenumberofdotsyouseeandadd1more.
Howmanydotsdidyoudraw?
58. Topic 2.6 Math
Task
Chandler’s team has 9 points. They score 6 more
points. How many points do they have in all? Draw
a model. Write an equation. Can you write the
number equation in a different way? How do you
know what you wrote is the right answer.
Chandler’s team has 9 points. They score 6 more
points. How many points do they have in all? Draw
a model. Write an equation. Can you write the
number equation in a different way? How do you
know what you wrote is the right answer.
Chandler’s team has 9 points. They score 6 more
points. How many points do they have in all? Draw
a model. Write an equation. Can you write the
number equation in a different way? How do you
know what you wrote is the right answer.
Chandler’s team has 9 points. They score 6 more
points. How many points do they have in all? Draw
a model. Write an equation. Can you write the
number equation in a different way? How do you
know what you wrote is the right answer.
Chandler’steamhas9points.Theyscore6more
points.Howmanypointsdotheyhaveinall?Draw
amodel.Writeanequation.Canyouwritethe
numberequationinadifferentway?Howdoyou
knowwhatyouwroteistherightanswer.
Chandler’s team has 9 points. They score 6 more
points. How many points do they have in all? Draw
a model. Write an equation. Can you write the
number equation in a different way? How do you
know what you wrote is the right answer.
Chandler’steamhas9points.Theyscore6more
points.Howmanypointsdotheyhaveinall?Draw
amodel.Writeanequation.Canyouwritethe
numberequationinadifferentway?Howdoyou
knowwhatyouwroteistherightanswer.
Chandler’steamhas9points.Theyscore6more
points.Howmanypointsdotheyhaveinall?Draw
amodel.Writeanequation.Canyouwritethe
numberequationinadifferentway?Howdoyou
knowwhatyouwroteistherightanswer.
60. *I can choose when to use addition or
subtraction in a word problem.
*I can represent addition or subtraction word
problems using objects, drawings, and equations
with unknowns in all positions.
*I can use mental strategies (count on, make a
ten) to add or subtract numbers within 20 with
ease.
*I can recall from memory all sums of two one-
digit numbers.
Topic 2
Target Skills
Math
61. In A Flash
How quickly can you add the two
numbers together to
find the sum?
Can you write a number equation to
show what you saw
on the flash?
68. August 28,
2013
Dear Mamaw,
Henry and Mudge went
camping. They saw 13 things
on their trip. Mudge saw some
stars in the sky. He saw 9 rocks
on the ground. How many stars
did Mudge see in the sky?
69.
70.
71. Topic 2.7 Math
Task
Maddie has 8 pencils at school. She has 3 pencils
at home. How many pencils does Maddie have in
all? Draw a model. Write an equation. Can you write
the number equation in a different way? How do
you know what you wrote is the right answer.
Maddie has 8 pencils at school. She has 3 pencils
at home. How many pencils does Maddie have in
all? Draw a model. Write an equation. Can you write
the number equation in a different way? How do
you know what you wrote is the right answer.
Maddie has 8 pencils at school. She has 3 pencils
at home. How many pencils does Maddie have in
all? Draw a model. Write an equation. Can you write
the number equation in a different way? How do
you know what you wrote is the right answer.
Maddie has 8 pencils at school. She has 3 pencils
at home. How many pencils does Maddie have in
all? Draw a model. Write an equation. Can you write
the number equation in a different way? How do
you know what you wrote is the right answer.
Maddiehas8pencilsatschool.Shehas3pencils
athome.HowmanypencilsdoesMaddiehavein
all?Drawamodel.Writeanequation.Canyouwrite
thenumberequationinadifferentway?Howdo
youknowwhatyouwroteistherightanswer.
Maddie has 8 pencils at school. She has 3 pencils
at home. How many pencils does Maddie have in
all? Draw a model. Write an equation. Can you write
the number equation in a different way? How do
you know what you wrote is the right answer.
Maddiehas8pencilsatschool.Shehas3pencils
athome.HowmanypencilsdoesMaddiehavein
all?Drawamodel.Writeanequation.Canyouwrite
thenumberequationinadifferentway?Howdo
youknowwhatyouwroteistherightanswer.
Maddiehas8pencilsatschool.Shehas3pencils
athome.HowmanypencilsdoesMaddiehavein
all?Drawamodel.Writeanequation.Canyouwrite
thenumberequationinadifferentway?Howdo
youknowwhatyouwroteistherightanswer.
72. Topic 2 Assessment Name ________________________ Date ______________________
Topic 2 assessment with
multiple choice questions
73. Topic 2 Assessment Name ________________________ Date ______________________
74. Topic 2 Assessment Name ________________________ Date ______________________
Topic 2 assessment with free
response questions
75. Topic 2 Assessment Name ________________________ Date ______________________
76. This lesson design is only a
suggestion. Please make changes
to fit the needs of your students.
You can find more resources and
ideas on the Second Grade CCSSM
Resource blog at
http://secondgradeccssmresources.
blogspot.com/
HSamuelson 2013 **Updated
2014****
hsamuelson2013@gmail.com
TDavid 2013
DAVIDTM@scsk12.org