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Module 2 Lesson 1.notebook 
1 
October 27, 2014 
AIM: Opposite Quantities Combine to Make Zero 
HW: Lesson 1 Problem Set #1­5 
Do Now: 
Complete the Venn Diagram on Page S.1 
10/27/14
Module 2 Lesson 1.notebook 
2 
October 27, 2014 
Page S.1
Module 2 Lesson 1.notebook 
3 
October 27, 2014 
positive 
negative 
Page S.2 
addition
Module 2 Lesson 1.notebook 
4 
October 27, 2014 
Page S.2 
absolute value­distance 
from zero 
They have the same absolute value.
Module 2 Lesson 1.notebook 
5 
October 27, 2014 
4 
­4 
Page S.3
Module 2 Lesson 1.notebook 
6 
October 27, 2014 
Page S.3
Module 2 Lesson 1.notebook 
7 
October 27, 2014 
Page S.3 
7 units to the right 
­7 
7 units to the left
Module 2 Lesson 1.notebook 
8 
October 27, 2014
Module 2 Lesson 1.notebook 
9 
October 27, 2014 
For all numbers a there is a number ­a, 
such that a + (­a) 
= 0 
The additive inverse of a real number is the opposite of that number on 
the real number line. 
The opposite of 3 is ­3. 
3 + (­3) 
= 0 
The sum of any number and its opposite is equal to zero.
Module 2 Lesson 1.notebook 
10 
October 27, 2014 
How to Play 
The Integer Game is designed for 2 to 4 players. Students play the game with a learning partner or with a 
cooperative learning group of students. Each player begins the game with a score of zero. The object of 
the game is to return to a score of zero by picking up and discarding integer cards. The number of cards 
dealt to each player can be adjusted based on students’ familiarity with an operation and/or to 
differentiate for varying student ability levels. Below are the basic rules: 
1. A student serves as the dealer (as well as a player) and provides each player with 4 cards. 
2. The dealer turns one more card face up on the playing surface, starting a discard pile. The remaining 
cards become a draw pile. 
3. The player to the dealer’s left begins play. On his or her turn, a player may select the top card from 
either the draw pile or the discard pile. The player must keep this card and discard another card from 
their hand to the discard pile. 
4. A player’s goal is to have their hand’s total card value stay as close to zero as possible. So for each 
turn, a player must determine how the card drawn affects their hand’s total card value, by counting up or 
down accordingly. Also, a player must decide which card to discard, so as to keep the total value of their 
hand as close to zero as possible. (See Scaffolding Ideas on page 16.) 
5. Play continues with the next player, in the same manner, until all players have picked up and 
discarded a card four times. 
6. The player(s) with a score of zero (or the closest to zero, as in Lesson 2) wins the round.
Module 2 Lesson 1.notebook 
11 
October 27, 2014

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Module 2 lesson 1

  • 1. Module 2 Lesson 1.notebook 1 October 27, 2014 AIM: Opposite Quantities Combine to Make Zero HW: Lesson 1 Problem Set #1­5 Do Now: Complete the Venn Diagram on Page S.1 10/27/14
  • 2. Module 2 Lesson 1.notebook 2 October 27, 2014 Page S.1
  • 3. Module 2 Lesson 1.notebook 3 October 27, 2014 positive negative Page S.2 addition
  • 4. Module 2 Lesson 1.notebook 4 October 27, 2014 Page S.2 absolute value­distance from zero They have the same absolute value.
  • 5. Module 2 Lesson 1.notebook 5 October 27, 2014 4 ­4 Page S.3
  • 6. Module 2 Lesson 1.notebook 6 October 27, 2014 Page S.3
  • 7. Module 2 Lesson 1.notebook 7 October 27, 2014 Page S.3 7 units to the right ­7 7 units to the left
  • 8. Module 2 Lesson 1.notebook 8 October 27, 2014
  • 9. Module 2 Lesson 1.notebook 9 October 27, 2014 For all numbers a there is a number ­a, such that a + (­a) = 0 The additive inverse of a real number is the opposite of that number on the real number line. The opposite of 3 is ­3. 3 + (­3) = 0 The sum of any number and its opposite is equal to zero.
  • 10. Module 2 Lesson 1.notebook 10 October 27, 2014 How to Play The Integer Game is designed for 2 to 4 players. Students play the game with a learning partner or with a cooperative learning group of students. Each player begins the game with a score of zero. The object of the game is to return to a score of zero by picking up and discarding integer cards. The number of cards dealt to each player can be adjusted based on students’ familiarity with an operation and/or to differentiate for varying student ability levels. Below are the basic rules: 1. A student serves as the dealer (as well as a player) and provides each player with 4 cards. 2. The dealer turns one more card face up on the playing surface, starting a discard pile. The remaining cards become a draw pile. 3. The player to the dealer’s left begins play. On his or her turn, a player may select the top card from either the draw pile or the discard pile. The player must keep this card and discard another card from their hand to the discard pile. 4. A player’s goal is to have their hand’s total card value stay as close to zero as possible. So for each turn, a player must determine how the card drawn affects their hand’s total card value, by counting up or down accordingly. Also, a player must decide which card to discard, so as to keep the total value of their hand as close to zero as possible. (See Scaffolding Ideas on page 16.) 5. Play continues with the next player, in the same manner, until all players have picked up and discarded a card four times. 6. The player(s) with a score of zero (or the closest to zero, as in Lesson 2) wins the round.
  • 11. Module 2 Lesson 1.notebook 11 October 27, 2014