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Preview of Proving Lines Parallel Unit

Proving Lines Parallel Unit

Complete Lesson on Proving Lines Parallel. Included in this 28 page document is: 1. 12 Page Lesson Plan with Examples and References 2. POD or Warm-up 3. Written Objective 4. Introduction Picture 5. Notes and Examples with Answer Key 6. Homework with Answer Key 7. Formative Assessment Exit Card 8. Mini Quiz with Answer Key
Preview of Trigonometry Made Clear 2.0 | Sine Cosine Tangent Including Inverses!

Trigonometry Made Clear 2.0 | Sine Cosine Tangent Including Inverses!

Trigonometry Made Clear 2.0 | Algebraic Applications & Inverse TrigTake student understanding of right triangle trigonometry to the next level with this rigorous, algebra-focused continuation of the Trigonometry Made Clear series. This lesson builds directly on the foundational concepts introduced in Lesson 1.0 and challenges students to apply sine, cosine, tangent, and inverse trigonometric functions in more demanding algebraic situations. Students must move beyond simple substitution and deve
Preview of Quadrilaterals II - Graphic Organizer for Busy Teachers

Quadrilaterals II - Graphic Organizer for Busy Teachers

Created by
Thad Ackerman
Note: If you are considering purchasing this product, you may wish to instead consider a substantially discounted bundle that includes this product... Quadrilaterals Bundle - I thru III for Busy Teachers Quadrilaterals II - Graphic Organizer 3 Pages: Graphic Organizer / Key / Quiz Equation editor software within MS Word is used for a clear, professional look. Word is needed to print. MathType is needed to edit equations. Page 1 is a graphic organizer for students to fill-in with diagrams, l
Preview of Acute, Obtuse & Right Triangles Classwork + Homework

Acute, Obtuse & Right Triangles Classwork + Homework

Created by
A R Mathematics
In our study of triangles, we will explore what numbers can actually make real triangles, how to use the Pythagorean Theorem to determine if a triangle is a right, acute or obtuse triangle, and how to find the possible lengths of the third side of a triangle when given the other two sides. Good examples + Classwork + Homework
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