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Integer Instructional Techniques Integer Instructional Techniques.

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Presentation on theme: "Integer Instructional Techniques Integer Instructional Techniques."— Presentation transcript:

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2 Integer Instructional Techniques Integer Instructional Techniques

3 Integer Unit Activator The unit begins with a discussion of opposite words Eventually leading to a discussion of positive and negative being opposites The Touchdown Game

4 Using Manipulatives Rules of the road to make manipulative use more productive. Classroom Management Rules Let them play. Provide a designated work space to provide focus. Zero Tolerance Concept Development Let the children experiment and come up with their own ideas. Keep using the models for as long as necessary

5 Two-Color Counters Red chips represent negative one Yellow chips represent positive one Zero Pair

6 Two-Color Counter Examples 6 + 5 =

7 Two-Color Counter Examples 6 + -5 =

8 Two-Color Counter Examples -8 + 3 = 9 + -7 = -3 + -2 =

9 Two-Color Counter Examples -6 – (-2 )=

10 Two-Color Counter Examples 6 – (-2 )=

11 Two-Color Counter Examples -6 – (-7 )=

12 Two-Color Counter Examples -8 – 3 = 9 – (-7) = -3 – (-5 )=

13 Drawing Pictures -3 – (-5 )= + --- - + - + --- - + -

14 Drawing Pictures -3 + 5 = 6 – (-2) = -4 – 3 =

15 Number Lines 6 + 2 = Starting Point Go to the right or forward

16 Number Lines 6 + -2 = REVERSE IT!!! Go to the right or forward Starting Point

17 Number Lines -3 - 5 = Go to the left or backward Starting Point

18 Number Lines -3 – (-5) = Go to the left or backward Starting Point REVERSE IT!!!

19 Number Lines -3 + 5 = 3 + (-6) = 6 – (-2) = -4 – (-3) =

20 Largest Number Wins! Me vs. You Students work several problems just as in a worksheet… But, they don’t complain about it! Rules, hints…

21 Largest Number Wins! Part 2 Up the Difficulty Now SUBTRACT chosen number Relevancy = Memory

22 Multiplication and Division 3 x (- 5) = Three groups of negative five -4 x (-3) = The opposite of 4 groups of negative three -3 x 3 =

23 Multiplication and Division 12 ÷ 3 = 12 chips split into 3 equal groups. The quotient is how many are in each group. 12 ÷ (-3) = 12 chips split into 3 equal groups. The quotient is the opposite of how many are in each group.

24 Multiplication and Division - 12 ÷ 3 = 12 red chips split into 3 equal groups. The quotient is how many are in each group. - 12 ÷ (-3) = 12 red chips split into 3 equal groups. The quotient is the opposite of how many are in each group.

25 Contact Information Jonathan Laney Mathematics School Improvement Specialist (770) 583-2528 ext. 639 jlaney@garesa.org


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