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Chapter 11 Integers. By: Paris Durousseau & Autumn Farmer. Review Words For 11.1. Ordered Pairs Coordinates Mean Congruent. Lesson One: Comparing Integers. Key Vocabulary. Content and M odel P roblem.
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Chapter 11Integers By: Paris Durousseau & Autumn Farmer
Review Words For 11.1 • Ordered Pairs • Coordinates • Mean • Congruent
Lesson One: Comparing Integers Key Vocabulary Content and Model Problem In lesson one it tells you how to compare negative and positive integers and how to do the opposites Model Problem: Find the Opposite of -3 -3 -2 -1 0 1 2 3 • Integers • Negative Integers • Positive Integers • Opposites
Lesson Two: Adding Integers Key Vocabulary Content and Model Problem In lesson two it explains to you how to add Positive Integers and Negative Integers. Model Problem: Find the sum -4+(-7)=? -8+3=? -6+9=? • Absolute Value
Lesson Three: Subtracting Integers Key Vocabulary Content and Model Problem In lesson three it shows you how to subtract Positive Integers and Negative Integers and how to find the difference. Model Problem: Find the value of N in the problem. 4-N=7 -3-N=0 N-(-10)=5 • Opposites
Lesson Four: Multiplying Integers Key Vocabulary Content and Model Problem In this lesson it tells you about how to multiply positive integers and negative integers. Model Problem: Find the Product!! -7(-4)=? • Negative Integer • Positive Integer
Lesson Five: Dividing Integers Key Vocabulary Content and Model Problem In this lesson it tells you how to divide negative and positive integers. Model Problem: Solve the Equation -36 (-6)= • Mean
Lesson Six: Translations in a Coordinate Plane Key Vocabulary Content and Model Problem In this lesson your learn about how to graph points on a coordinate plane but with integers. Model Problem: Find the coordinate (2,-4) • Coordinate Plane • Quadrants • Translation • Image
Lesson Seven: Reflections and Rotations Key Vocabulary Content and Model Problem In this lesson it teaches you about reflections and rotations of a figure or shape. Model Problem: Tell whether the red figure is a reflection of the blue figure. • Reflection, Line of Reflection • Rotation, Center of Rotation, Angle of Rotation • Transformation
Chapter Review • This chapter was about Integers and reflections/rotation. • Do you as a audience have any questions? • If so please ask now!!!(Raise your Hand)