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Interactive Notebook #2 An example of each page of your Interactive Notebook for the second semester.

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Presentation on theme: "Interactive Notebook #2 An example of each page of your Interactive Notebook for the second semester."— Presentation transcript:

1 Interactive Notebook #2 An example of each page of your Interactive Notebook for the second semester

2 Front Cover Includes your Name, and your classroom number

3 First page front and back Table of Contents. *do not number these pages!

4 P.1 Unit 5 Kudos Tab marking Unit 5 Summary of skills related to Pythagorean Thorem

5 P. 2 Pythagorean Theorem Vocab Squared number Perfect square Square root Inside is definition and a diagram (See notes Jan 28/ Feb 1)

6 P. 3 Pythagorean Theorem – Finding the Hypotenuse Formula on outside a 2 + b 2 = c 2 Mathematical steps Verbal explanation completed by student

7 P. 4 Pythagorean Theorem – Finding A Leg Formula on outside c 2 - b 2 = a 2 Mathematical steps Verbal explanation completed by student

8 P.5 Unit 6 Kudos Tab marking Unit 5 Summary of skills Transformations Similar Figures Angles created by parallel lines and transversals

9 P. 6 Defining Transformations Foldable 4 kinds of transformations modeled Yellow Triangles is only taped along left side so it flips

10 P. 7 Algebraic Translations Algebraic rules for finding coordinates for Translations

11 P. 8 Transversal Foldable Defines features of parallel lines with a transversal Identified all types of special angles formed

12 P. 9-10 Transversal Vocabulary (angles) Pick 5-6 vocabulary words in Ch5 Carnegie textbook. Define and draw a diagram.

13 P.11 Classifying Pairs of Angles Foldable Steps to follow to find special pairs created by parallel lines and a transversal

14 P. 12-13 Cornell Notes on PPT Dilations-proportions-scale notes

15 P.14 Unit 7 Kudos Tab marking Unit 7 Summary of skills Volume Cylinders, Cones, Spheres

16 P. 15-16 Area and Volume Term and Charts Common terms and symbols for area/ vol formulas Formulas for prisms, pyramid, cylinder, and sphere

17 P. 17 Volumes of Figures With Radii Description of volume formulas for Cone, Cylinder, Sphere and example problems


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