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Poyen School |
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Poyen School Curriculum K - 12 2007-2008 |
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Mathematics - 1st Grade Math |
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Strategies for counting
The learner will be able to
use efficient strategies to count a given set of objects in groups of 10 up to 100.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Whole Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.1.1.1 |
Classroom
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Instructional Resources |
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| · |
Growing With Mathematics, Investigations [Textbook]. 1.1: The First Day of School; 1.2: Counting to Twenty; 1.3: Counting and Sight Recognition; 8.14: Comparing Two-Digit Numbers; 8.15: Ordering Two-Digit Numbers; |
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Represent whole numbers in multiple ways
The learner will be able to
represent a whole number less than 15 in all possible ways using composition and decomposition Composition: 10 can be made by combining 1 and 9, 2 and 8, 3 and 7, 4 and 6, 5 and 5. Decoomposition: 10 can be separated into 1 and 9, 2 and 8, 3 and 7, 4 and 6, 5 and 5.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Whole Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO1.1.2 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations [Textbook]. 1.6: Counting on from Five; 1.13: Describing Two Parts and the Total; 1.14: Finding Two Parts that Total Ten; 1.15: Solve a "Part-Part-Total" Problem; 2.9: Exploring Addition Patterns; 6.7: Matching Representations of Numbers; 7.6: Using Cups to Measure Capacity; |
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Connect physical to quantity
The learner will be able to
connect various physical models and representations to the quantities they represent using number names, numerals, and number words to 20 with and without appropriate technology.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Whole Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.1.1.3 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations: [Textbook]. 1.2: Counting to Twenty; 1.3: Counting and Sight Recognition; 1.4: Reviewing Numerals to 10; 1.5: Reading and Writing Numerals; 1.6: Counting on From Five; 1.9: Ordering Numbers; 2.3: Combining Two Parts to Make a Total; 2.5: Establishing Ten as a Benchmark; 4.2: Reading and Writing Teen Numbers; 6.8: Working with "Sound-Alike" Numbers; 8.14: Comparing Two-Digit Numbers; 8.15: Ordering Two-Digit Numbers; |
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Represent numbers in various forms
The learner will be able to
represent numbers to 20 in various forms. Ex. 2 rods, 2 bundles of 10, tally marks, a rod and 10 units.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Whole Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.1.1.4 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations [Textbook]. 1.1: The First Day of School; 1.6: Counting on From Five; 1.14: Finding Two Parts that Total Ten; 2.6: Recording and Interpeting Data; 4.1: Representing Teen Numbers; 4.2: Reading and Writing Teen Numbers; 6.6: Working with Dimes and Pennies; 6.8: Working with "Sound-Alike" Numbers; ' |
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Models of place value
The learner will be able to
use multiple models to develop understandings of place value including tens and ones. Ex. Pictures of base 10 blocks to show 23 will be ____ tens and _____ ones = ____.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Whole Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO. 1.1.5 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations: [Textbook]. 2.5: Establishing Ten as a Benchmark; 4.1: Representing Teen Numbers; 4.2: Reading and Writing Teen Numbers; 4.13: Exploring Place-Value Patterns; 6.2: Working with Multiples of 10; 6.3: Adding Multiples of 10; 6.4: Describing a Number as Tens and Ones; 6.5: Reading and Writing Numerals: 6.6: Working with Dimes and Pennies; 6.7: Matching Representations of Numbers; 6.8: Working with "Sound-Alike" Numbers; 6.10: Focusing on Place Value; 8.12: Counting On with Dimes and Pennies; 8.13: Counting On By Tens and Ones; 8.14: Comparing Two-Digit Numbers; 8.15: Ordering Two-Digit Numbers; 10.14: Finding 1 or 10 More or Less; |
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Recognize number sets without counting
The learner will be able to
recognize the number or quantity of sets up to 10 without counting, regardless of arrangement.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Whole Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.1.1.6 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations [Textbook]. 1.2: Counting to Twenty; 1.3: Counting and Sight Recognition; 1.4: Reviewing Numerals to 10; 1.5: Reading ans Writing Numerals; 1.8: Compare Numbers; 1.9: Ordering Numbers; 1.14: Finding Two Parts that Total Ten; 2.1: Reviewing Addition Language; 2.5: Establishing Ten as a Benchmark; |
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Estimate/Reasonableness of solution
The learner will be able to
estimate the results of whole number addition and subtraction problems and judge the reasonableness.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Whole Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.1.1.7 |
Classroom
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Relative position using ordinal numbers
The learner will be able to
determine relative position using ordinal numbers (first through twelfth).
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Whole Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.1.1.8 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations: [Textbook]. 4.8: Using Numbers to Describe a Pattern; 6.1: Working with Ordinal Numbers; 10.15: Rounding Numbers to the Nearest 10; |
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Compare numbers
The learner will be able to
compare 2 numbers, with less than 12 in each set, using objects and pictures with and without appropriate technology. Ex. Set A (XXXXXX) Set B (OOO).
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Whole Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO. 1.1.9 |
Classroom
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Instructional Resources |
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| · |
Growing With Mathematics, Investigations [Textbook]. 1.1: The First Day of School; 1.3: Counting and Sight Recognition; 1.8: Compare Numbers; 4.3: Comparing Numbers; 4.4: Ordering Numbers; |
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Use mathematical language to compare
The learner will be able to
compare 2 numbers, less than 100 using mathematical language of greater than, equal to (same amount as), less than.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Whole Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.1.1.10 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations [Textbook]. 1.1: The First Day of School; 1.2: Counting to Twenty; 1.5: Reading and Writing Numerals; 1.8: Compare Numbers; 1.9: Ordering Numbers; 2.4: Introducing the = Sign; 2.6: Recording and Interpeting Data; 2.9: Exploring Addition Patterns; 4.3: Comparing Numbers; 4.4: Ordering Numbers; 4.13: Exploring Place-Value Patterns; 6.2: Working with Multiples of 10; 6.4: Describing a Number as Tens and Ones; 6.10: Focusing on Place Value; 8.14: Comparing Two-Digit Numbers; 8.15: Ordering Two-Digit Numbers; 10.13: Comparing and Ordering Amounts; 10.14: Finding 1 or 10 More or Less |
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Relative position of a number
The learner will be able to
communicate the relative position of any number less than 20 (18 is less than 20 and greater than 12).
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Rational Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.1.1.11 |
Classroom
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Instructional Resources |
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| · |
Growing With Mathematics, Investigations: [Textbook]. 1.9: Ordering Numbers; 2.5: Establishing Ten as a Benchmark; 2.6: Recording and Interpeting Data; 4.3: Comparing Numbers; 4.4: Ordering Numbers; |
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Represent common fractions
The learner will be able to
represent commonly used fractions using words and physical models for halves, thirds and fourths. Ex. 1. Recognize that fractions are represented by equal parts of a whole. 2. Identify and illustrate parts of sets of objects.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Number Sense: Rational Numbers |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO. 1.1.12 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations [Textbook]. 11.8: Finding Half of Number of Objects; 11.9: Modeling One-Half and One-Fourth; 11.10: Working with One-Half; 11.11: Finding the Whole from One-Half; |
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Count forward or backward
The learner will be able to
count on (forward) and back (backward) using physical models or a number line starting at any whole number up to fifty.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Prop. of Number Operations: # Theory |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.2.1.1 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations [Textbook]. 1.6: Counting on From Five; 1.13: Describing Two Parts and the Total; 2.1: Reviewing Addition Language; 2.3: Combining Two Parts to Make a Total; 2.4: Introducing the = Sign; 2.7: Counting On to Add; 2.8: Practicing Count-On Addition Facts; 2.9: Exploring Addition Patterns; 2.10: Reviewing Subtraction as "Take Away"; 2.11: Enriching Subtraction Language; 2.12: Writing Subtraction Number Stories; 2.13: Developing Models for Subtraction; 2.14: Consolidating Subtraction Concepts; 2.15: Relating Addition and Subtraction; 3.5: Counting On to Add; 5.3: Adding 1, 2, or 3 to a Teen Number; |
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Growing With Mathematics, Investigations: [Textbook]. 5.7: Using the Language of Subtraction; 5.8: Introducing the - Sign; 5.9: Completing Subtraction Sentences; 8.10: Counting Back to Subtract; 8.11: Counting On to Subtract; 8.12: Counting On with Dimes and Pennies; 8.13: Counting On By Tens and Ones; 11.1: Counting by Fives; 11.2: Counting by Twos and Threes; |
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Commutative and identify properties
The learner will be able to
develop and understanding of the commutative (turn around facts) and identity (+0) properties of addition using objects.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Prop. of Number Operations: # Theory |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.2.1.2. |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations: [Textbook]. 1.14: Finding Two Parts that Total Ten; 1.15: Solve a "Part-Part-Total" Problem; 2.1: Reviewing Addition Language; 2.2: Introducing the + Sign; 2.3: Combining Two Parts to Make a Total; 5.1: Writing Related Addition Sentences; 5.2: Using the "Turnaround" Idea to Add; 5.3: Adding 1, 2, or 3 to a Teen Number; 5.5: Adding More that Two Numbers; 8.1: Reviewing Addition and Subtraction; 8.4: Using a Double Plus 2 Strategy to Add; 8.5: Solving Addition Problems; |
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Apply number theory
The learner will be able to
apply number theory by: 1. Determine if a 1-digit number is odd or even. 2. Use the terms sum and difference in appropriate context. 3. Use conventional symbols (+, -, =) to represent the operations of addition and subtraction.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Prop. of Number Operations: # Theory |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.2.1.3 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations: [Textbook]. 2.2: Introducing the + Sign; 2.4: Introducing the = Sign; 2.9: Exploring Addition Patterns; 2.15: Relating Addition and Subtraction; 4.10: Working with Odd and Even Numbers; 5.1: Writing Related Addition Sentences; 8.5: Solving Addition Problems; 8.9: Using Vertical Form for Subtraction; 12.2: Working With the Basic Addition Facts; |
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Demonstrate meaning of add and subtract
The learner will be able to
use physical, pictorial and symbolic models to demonstrate various meanings of addition and subtraction. See Appendix 2004 Arkansas Mathematics Frameworks for examples.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Prop. of Number Operations: Whole # Op. |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.2.1.4 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations [Textbook]. 1.6: Counting on From Five; 2.1: Reviewing Addition Language; 2.2: Introducing the + Sign; 2.7: Counting On to Add; 2.8: Practicing Count-On Addition Facts; 2.9: Exploring Addition Patterns; 2.10: Reviewing Subtraction as "Take Away"; 2.11: Enriching Subtraction Language; 2.12: Writing Subtraction Number Stories; 2.13: Developing Models for Subtraction; 2.14: Consolidating Subtraction Concepts; 2.15: Relating Addition and Subtraction; 3.5: Counting On to Add; 5.1: Writing Related Addition Sentences; 5.2: Using the "Turnaround" Idea to Add; 5.3: Adding 1, 2, or 3 to a Teen Number; |
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Growing With Mathematics, Investigations: [Textbook]. 5.4: Finding Parts Equal to a Given Whole; 5.7: Using the Language of Subtraction; 5.8: Introducing the - Sign; 5.9: Completing Subtraction Sentences; 5.12: Writing Related Subtraction Facts; 6.4: Describing a Number as Tens and Ones; 6.4: Describing a Number as Tens and Ones; 6.7: Matching Representations of Numbers; 8.1: Reviewing Addition and Subtraction; 10.1: Investigating Number Patterns; 10.2: Using a Known Fact to Add; 10.3: Using the "Make Ten" Strategy to Add; 10.5: Writing "Count On " Facts; 10.7: Introducing "Difference" Subtraction; 10.8: Using Subtraction to Compare Data; 10.10: Solving Problems Involving Money; |
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Solve contextual problems by + or -
The learner will be able to
identify and use relationships between addition and subtraction to solve problems in contextual situations involving whole numbers.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Prop. of Number Operations: Whole # Op. |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.2.1.5 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations: [Textbook]. 2.15: Relating Addition and Subtraction; 5.11: Relating Addition and Subtraction; 5.13: Writing Families of Facts; 5.14: Solving Story Problems; 8.1: Reviewing Addition and Subtraction; 10.5: Writing "Count On " Facts; 10.6: Writing "Near Double" Fact Families; 12.1: Deciding Whether to Add or Subtract; 12.3: Finding the "Missing Addend" ; 12.4: Working With Fact Families; |
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Represent division as sharing equally
The learner will be able to
model and represent division as sharing equally in contextual situations. Ex. Sharing cookies equally among four children.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Prop. of Number Operations: Whole # Op. |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO .2.1.6 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations: [Textbook]. 4.10: Working with Odd and Even Numbers; 11.5: Sharing Between Two; 11.6: Sharing to Make Equal Groups; 11.7: Making Groups of a Given Size; 11.8: Finding Half of Number of Objects; 11.9: Modeling One-Half and One-Fourth; 11.10: Working with One-Half; 11.11: Finding the Whole from One-Half; |
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Basic addition facts
The learner will be able to
develop strategies for basic addition facts 1. Counting all 2. Counting on. 3. One more, two more 4. Doubles 5. Doubles plus one or minus one 6. Make ten 7. Using ten frames 8. Identity Property (adding zero).
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| # Op. & Estimation: Comp. Fluency: + |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.3.1.1 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations [Textbook]. 1.6: Counting on From Five; 1.13: Describing Two Parts and the Total; 1.14: Finding Two Parts that Total Ten; 1.15: Solve a "Part-Part-Total" Problem; 2.1: Reviewing Addition Language; 2.7: Counting On to Add; 2.8: Practicing Count-On Addition Facts; 4.15: Working With Doubles; 5.3: Adding 1, 2, or 3 to a Teen Number;5.4: Finding Parts Equal to a Given Whole; 5.5: Adding More that Two Numbers; 5.6: Introducing Vertical Recording; 5.10: Creating Addition Stories; 6.3: Adding Multiples of 10; 8.1: Reviewing Addition and Subtraction; 8.2: Doubling Numbers; 8.3: Using a Double Plus 1 Strategy to Add; 8.4: Using a Double Plus 2 Strategy to Add; |
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Growing With Mathematics, Investigations: [Textbook]. 8.6: Introducing "Missing Addend" Problems; 8.7: Using "Missing Addend" Subtraction; 10.2: Using a Known Fact to Add; 10.3: Using the "Make Ten" Strategy to Add; 10.4: Relating Addition and Subtraction; 10.5: Writing "Count On " Facts; 10.6: Writing "Near Double" Fact Families; 11.4: Adding Equal Groups; 12.1: Deciding Whether to Add or Subtract; 12.2: Working With the Basic Addition Facts; 12.3: Finding the "Missing Addend" ; 12.9: Adding Two Multiples of Ten; 12.11: Adding a Multiple of Ten; 12.14: Adding Two-Digit Numbers; |
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Basic subtraction facts
The learner will be able to
develop strategies for basic subtraction facts. 1. relating to addition (Ex. think of 7 - 3 = __ as "3 + ____ = 7") 2. One less, two less 3. All but one (Ex. 9 - 8 , 6 - 5) 4. Using ten frames of the answers.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| # Op. & Estimation: Comp. Fluency: + |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO .3.1.2 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations: [Textbook]. 2.10: Reviewing Subtraction as "Take Away"; 2.11: Enriching Subtraction Language; 2.12: Writing Subtraction Number Stories; 2.13: Developing Models for Subtraction; 2.14: Consolidating Subtraction Concepts; 5.7: Using the Language of Subtraction; 5.8: Introducing the - Sign; 5.9: Completing Subtraction Sentences; 5.12: Writing Related Subtraction Facts; 8.1: Reviewing Addition and Subtraction; 8.5: Solving Addition Problems; 8.7: Using "Missing Addend" Subtraction; 8.8: Solving Subtraction Problems; ; 8.9: Using Vertical Form for Subtraction; 8.10: Counting Back to Subtract; 8.11: Counting On to Subtract; |
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Solve problems using variety of methods
The learner will be able to
solve problems by using a variety of methods and tools (e.g., objects, mental computations, paper and pencil and with and without appropriate technology).
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| # Op. & Estimation: App. of Computat |
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Master |
1.0 |
2004 Arkansas Mathematics Frameworks NO.3.1.3 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations [Textbook]. 1.1: The First Day of School; 1.7: Interpreting Data on a Tally Chart; 2.6: Recording and Interpeting Data; 2.10: Reviewing Subtraction as "Take Away"; 2.11: Enriching Subtraction Language; 2.12: Writing Subtraction Number Stories; 2.13: Developing Models for Subtraction; 2.14: Consolidating Subtraction Concepts; 4.1: Representing Teen Numbers; 4.15: Working With Doubles; 5.4: Finding Parts Equal to a Given Whole; 5.12: Writing Related Subtraction Facts; 6.2: Working with Multiples of 10; 6.3: Adding Multiples of 10; 6.4: Describing a Number as Tens and Ones; 7.7: Measuring Capacity in Different Units; 10.1: Investigating Number Patterns; |
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Growing With Mathematics, Investigations: [Textbook]. 10.12: Showing Amounts in Different Ways; 11.3: Describing Equal Groups; 11.5: Sharing Between Two; 11.6: Sharing to Make Equal Groups; 11.7: Making Groups of a Given Size; 11.8: Finding Half of Number of Objects; 11.9: Modeling One-Half and One-Fourth; 11.10: Working with One-Half; 11.11: Finding the Whole from One-Half; 12.4: Working With Fact Families; 12.8: Counting by Twos, Fives, and Tens; 12.11: Adding a Multiple of Ten; 12.15: Subtracting Two-digit Numbers; |
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Sort & classify objects by attribute
The learner will be able to
sort and classify objects by one or two attributes in more than one way.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Patterns,Relations, Functions:Sort/Class |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.4.1.1 |
Classroom
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Instructional Resources |
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| · |
Growing With Mathematics, Investigations: [Textbook]. 1.7: Interpreting Data on a Tally Chart; 1.13: Describing Two Parts and the Total; 4.5: Describing and Extending Patterns; 4.6: Showing a Pattern in Different Ways; 4.7: Creating and "Generalizing" Patterns; |
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Patterns in the environment
The learner will be able to
identify and describe patterns in the environment.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Patterns,Relations,Functions:Patterns |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.4.1.2 |
Classroom
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Instructional Resources |
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| · |
Growing With Mathematics, Investigations [Textbook]. 1.10: Describing and Copying Patterns; 1.11: Identifying a "Repeat" in a Pattern; 4.5: Describing and Extending Patterns; 4.6: Showing a Pattern in Different Ways; 4.7: Creating and "Generalizing" Patterns; 4.8: Using Numbers to Describe a Pattern; 10.1: Investigating Number Patterns; |
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Use patterns to count
The learner will be able to
use patterns to count forward and backward when given a number less than or equal to 50.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Patterns,Relations,Functions:Patterns |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.4.1.3 |
Classroom
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Instructional Resources |
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| · |
Growing With Mathematics, Investigations: [Textbook]. 4.9: Introducing Patterns That Grow; 4.10: Working with Odd and Even Numbers; 4.11: Skip Counting by Twos; 4.12: Counting Back By Ones or Twos; 4.14: Using Number Patterns to Help Add; 10.9: Adding Two Amounts of Money; 11.1: Counting by Fives; 11.3: Describing Equal Groups; |
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Skip-counting patterns
The learner will be able to
identify, describe and extend skip-counting patterns by 2's.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Patterns,Relations,Functions:Patterns |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.4.1.4 |
Classroom
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Instructional Resources |
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| · |
Growing With Mathematics, Investigations: [Textbook]. 4.9: Introducing Patterns That Grow; 4.10: Working with Odd and Even Numbers; 4.11: Skip Counting by Twos; 4.12: Counting Back By Ones or Twos; 4.14: Using Number Patterns to Help Add; 10.4: Relating Addition and Subtraction; 11.1: Counting by Fives; 11.2: Counting by Twos and Threes; 12.8: Counting by Twos, Fives, and Tens; |
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Identify one more, one less
The learner will be able to
identify a number that is one more or one less than any whole number less than 100.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Patterns,Relations,Functions:Patterns |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.4.1.5 |
Classroom
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Instructional Resources |
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| · |
Growing With Mathematics, Investigations [Textbook]. 1.1: The First Day of School; 1.2: Counting to Twenty; Reviewing Numerals to 10; 1.5: Reading and Writing Numerals; 2.5: Establishing Ten as a Benchmark; 3.1: Telling the Time; 3.2: Showing On-the-Hour Time; 4.13: Exploring Place-Value Patterns; 4.14: Using Number Patterns to Help Add; 8.2: Doubling Numbers; 8.10: Counting Back to Subtract; 8.11: Counting On to Subtract; 10.14: Finding 1 or 10 More or Less |
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Create and extend patterns
The learner will be able to
recognize, extend and create simple repeating and growing patterns using a wide variety of materials and describe them using words, pictures or symbols.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Patterns,Relations,Functions:Patterns |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.4.1.6 |
Classroom
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Instructional Resources |
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| · |
Growing With Mathematics, Investigations: [Textbook]. 1.10: Describing and Copying Patterns; 1.11: Identifying a "Repeat" in a Pattern; 2.9: Exploring Addition Patterns; 4.5: Describing and Extending Patterns; 4.6: Showing a Pattern in Different Ways; 4.7: Creating and "Generalizing" Patterns; 4.8: Using Numbers to Describe a Pattern; 4.9: Introducing Patterns That Grow; 4.10: Working with Odd and Even Numbers; 4.11: Skip Counting by Twos; 4.12: Counting Back By Ones or Twos; 4.13: Exploring Place-Value Patterns; 4.14: Using Number Patterns to Help Add; 10.1: Investigating Number Patterns; 11.1: Counting by Fives; 11.2: Counting by Twos and Threes; 11.3: Describing Equal Groups; |
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Use and write number sentences
The learner will be able to
select and/or write number sentences to find the unknown in problem-solving contexts involving single-digit addition and subtraction using appropriate labels. Ex. Bob had 5 baseball cards. His friend gave him some more. Now he has seven cards. How many cards did his friend give him.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Alg. Rep.:Expressions,Equations,Inequal. |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.5.1.1 |
Classroom
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Instructional Resources |
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Growing With Mathematics, Investigations: [Textbook]. 5.1: Writing Related Addition Sentences; 5.2: Using the "Turnaround" Idea to Add; 5.4: Finding Parts Equal to a Given Whole; 5.6: Introducing Vertical Recording; 5.8: Introducing the - Sign; 5.9: Completing Subtraction Sentences; 5.10: Creating Addition Stories; 5.11: Relating Addition and Subtraction; 5.12: Writing Related Subtraction Facts; 5.13: Writing Families of Facts;5.14: Solving Story Problems; 8.2: Doubling Numbers; 8.3: Using a Double Plus 1 Strategy to Add; 8.6: Introducing "Missing Addend" Problems; 8.7: Using "Missing Addend" Subtraction; 8.8: Solving Subtraction Problems; 10.2: Using a Known Fact to Add; |
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Meaning of =
The learner will be able to
recognize that "=" indicates a relationship in which the quantities on each side of an equation are equal. Ex. 3 + 2 = 4 + 1.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Alg. Rep.:Expressions,Equations,Inequal. |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.5.1.2 |
Classroom
|
| |
Instructional Resources |
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| · |
Growing With Mathematics, Investigations: [Textbook]. 8.6: Introducing "Missing Addend" Problems; 8.7: Using "Missing Addend" Subtraction; ; 8.9: Using Vertical Form for Subtraction; |
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Symbols represent missing value
The learner will be able to
recognize that symbols such as square, triangle and diamond (use actual symbol) in an addition or subtraction equation, represent a missing value that will make the statement true Ex. square + 3 = 6 ; 5 + 7 = triangle ; 4 = 5 - diamond.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Alg. Rep.:Expressions,Equations,Inequal. |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.5.1.3 |
Classroom
|
| |
Instructional Resources |
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| · |
Growing With Mathematics, Investigations: [Textbook]. 8.6: Introducing "Missing Addend" Problems; 8.7: Using "Missing Addend" Subtraction; |
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Table or chart to organize information
The learner will be able to
explore the use of a chart or table to organize information and to understand relationships. See 2004 Arkansas Mathematics Frameworks for an example of a table.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Algebraic Models and Relationships |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.6.1.1 |
Classroom
|
| |
Instructional Resources |
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| · |
Growing With Mathematics, Investigations: [Textbook]. 1.7: Interpreting Data on a Tally Chart; 1.15: Solve a "Part-Part-Total" Problem; 2.6: Recording and Interpeting Data; 5.15: Analyzing and Comparing Data; 7.10: Solving Problems Involving Weight; 10.4: Relating Addition and Subtraction; |
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Interpret qualitative change
The learner will be able to
interpret qualitative change. Example: Changes in seasons, temperature, height, etc. "Today is colder than yesterday, so I need to wear a jacket.".
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Analysis of Change: Analyze Change |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks A.7.1.1 |
Classroom
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3 - D solids
The learner will be able to
compare 3 - D solids (sphere, cube, rectangular prism, cone, and cylinder) by investigating their physical characteristics.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Geometric Properties: 3 - D |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks G.8.1.1 |
Classroom
|
| |
Instructional Resources |
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| · |
Growing With Mathematics, Investigations: [Textbook]. 7.2: Naming and Describing 3-D Shapes; 7.3: Identifying the Faces of 3-D Shapes; 7.4: Describing Attributes of 3-D Shapes; |
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3 - D in the environment
The learner will be able to
investigate the presence of three-dimensional objects in the environment.
| Strand |
Bloom's |
Scope |
Hours |
Source |
Activities |
| Geometric Properties: 3 - D |
|
Master |
1.0 |
2004 Arkansas Mathematics Frameworks G.8.1.2 |
Classroom
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Instructional Resources |
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| · |
Growing With Mathematics, Investigations: [Textbook]. 7.2: Naming and Describing 3-D Shapes; 7.3: Identifying the Faces of 3-D Shapes; 7.4: Describing Attributes of 3-D Shapes; |
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Geometric figures
The learner will be able to
compare and make geometric figures (triangle, rectangle (including square), and circle) by investigating their physical charateristics independent of position or size. See 2004 Arkansas Mathematics Frameworks for pictorial examples.
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