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Grade 3 TEACHING AND LEARNING CONNECTIONS Activities included in this section have been developed to meet learning expectations and skill and knowledge
Volume 1 Issue 1
References
Grade 3 Unit 1 Numbers and Operations in Base Ten
Dear Parents
Welcome to the new school year! We are eager to work with you and your students as we learn new mathematical concepts. Your student’s math class is calling for students to Helpful Links: be actively engaged in doing math in order to learn math. In the classroom, students will http://funschool.kaboose.co frequently work on tasks and activities to discover and apply mathematical thinking. m/formulaStudents will be expected to explain or justify their answers and to write clearly and fusion/games/game_addition properly. Your students will receive a consumable My Math textbook and online access _attack.html from their teacher. Math Facts Interactive Game http://www.playkidsgames.c om/games/mathfact/mathFa ct.html http://www.aplusmath.com/ Flashcards/Flashcard_Creato r.html http://www.fun4thebrain.co m/addition.html http://www.fun4thebrain.co m/subtraction.html http://www.sheppardsoftwa re.com/math.htm#placevalu e
Textbook Online: connected.mcgraw-hill.com Ask your teacher for the online passcode.
Grade 3 Unit 1
Concepts Students will Use and Understand • • •
• • • • •
Estimate sum and/or difference of numbers Apply estimation to solve problems, and determine when it is necessary or appropriate to apply estimation strategies Add and subtract numbers within 1000 fluently, accurately, efficiently (using a reasonable amount of steps and time), and flexibly using a variety of strategies BEYOND the standard algorithm Add and subtract both vertically and horizontally and apply the commutative and associative properties. Understand how to use an inverse operation to verify computation accuracy. Demonstrate place value understanding beyond algorithms or procedure for rounding. Round numbers to the nearest 10s and 100s Solve 2-step word problems with addition and subtraction
Vocabulary Addend: a number being added. In 5 + 9 = 14, 5 and 9 are addends and 14 is the sum. Associative Property of Addition: when there are three addends, the sum does not change regardless of which two numbers you group together first. Commutative Property of Addition: the order in which two numbers are added does not change the sum. As in: 9 + 7 = 16 and 7 + 9 = 16 Difference: the answer obtained when you subtract two numbers Operations: addition, subtraction, multiplication and division Sum: the answer obtained when you add two numbers Inverses: operations that undo each other, such as addition and subtraction Try http://intermath.coe.uga.edu/dictnary/homepg.asp or http://www.amathsdictionaryforkids.com/ for further examples.
Here, two students used the partial sums strategy and recorded their thinking in two different ways. Breaking apart the numbers helps make it easier to compute.
Example 2 326 + 247 = (326 – 3) + (247 + 3) = 323 + 250 = 573 This example shows how a student could use compensation to solve an addition problem.