Math with Ms Gregg

In this bundle there are lesson presentation slides (SMART Notebook) for all of Topic 1 for HS  Geometry - Geo Basics. Mid-topic quiz (2 versions OR 1 rev. 1 quiz), and Topic TEST (2 versions OR 1 rev. 1 test) also included. All keys attached as well. This bundle could potentially save you so much time! ***ALL LESSONS IN THIS BUNDLE WERE BUILT IN SMART NOTEBOOK***

In this bundle there are lesson presentation slides (MS PowerPoint) for all of Topic 1 for HS Geometry - Geo Basics. Mid-topic quiz (2 versions OR 1 rev. 1 quiz), and Topic TEST (2 versions OR 1 rev. 1 test) also included. All keys attached as well. This bundle could potentially save you so much time! ***ALL LESSONS IN THIS BUNDLE ARE MICROSOFT POWERPOINT***

Attached is a PDF that contains 1 Topic2 TEST, and 1 Topic 2 Review, and their keys. The test covers the following content: 2.1 Inductive Reasoning2.2 Conditional & Related Statements2.3 Biconditionals & Definitions2.4 Deductive Reasoning2.5 Algebraic Proof2.6 Intro to Geometric Proof2.7 Segment Proofs2.8 Angle ProofsYou can use the Review for your review day OR you can use it as a second version of the assessment. Whatever preference you have, you can do just that! The test is constructed with

In the previous lesson, we started our theorems by saying IF you have PARALLEL LINES, THEN you have congruent angles. In this lesson, we will apply the converse to each of those theorems to PROVE that we do, in fact, have parallel lines. So our theorems will now look like this: “IF you have CONGRUENT angles, THEN you MUST have PARALLEL lines.” The converse of these theorems will allow us to prove that we have parallel lines.

Attached is a PDF file that contains 1 Practice Quiz or Review, 1 Quiz, and the KEYS for both of those. This quiz covers the following content:3.1 Lines & Transversals3.2 Parallel Lines & Their Angles3.3 Proving Lines ParallelYou can use the Practice quiz for your review day, OR you can use it as a second version of the assessment. Whatever preference you have, you can do just that! The quiz is created with the Practice Quiz/Review as the basis, so both are very similar to one another.

In this BUNDLE there are lesson slide presentations ( MS POWERPOINT) for all of Topic 2 - Logic and Reasoning. There are TWO quizzes. Quiz 2-1 covers lessons 2.1 through 2.4 and Quiz 2-2 covers lessons 2.5 through 2.8. Also included is a topic TEST. The test covers all lessons 2.1 through 2.8. Each assessment comes with a review OR you can choose to use it as a versionB of each assessment. This bundle could potentially save you so much time! **ALL LESSONS IN THIS BUNDLE WERE BUILT IN MICROSOF

In this BUNDLE there are lesson slide presentations ( SMART NOTEBOOK) for all of Topic 2 - Logic and Reasoning. There are TWO quizzes. Quiz 2-1 covers lessons 2.1 through 2.4 and Quiz 2-2 covers lessons 2.5 through 2.8. Also included is a topic TEST. The test covers all lessons 2.1 through 2.8. Each assessment comes with a review OR you can choose to use it as a versionB of each assessment. This bundle could potentially save you so much time! **ALL LESSONS IN THIS BUNDLE WERE BUILT IN SMART N

Included in this resource is the (MS POWERPOINT) slide deck for Geometry lesson 2.5 Algebraic Proof. In this lesson the concept a 2-column proof is introduced. Before beginning geometric proofs, this lesson is dedicated to applying proof to algebra, a concept the students should already be somewhat proficient in.

In this BUNDLE there are lesson slide presentations ( MICROSOFT POWERPOINT) for all of Topic 3 - Parallel & Perpendicular Lines. There is one mid-topic quiz and one end-of-topic test. Quiz 3-1 covers lessons 3.1 through 3.3. The test covers all lessons 3.1 through 3.6. Each assessment comes with a review, OR you can choose to use it as version B of each assessment. This bundle could potentially save you so much time! **ALL LESSONS IN THIS BUNDLE WERE BUILT IN MICROSOFT POWERPOINT** Lessons

In this BUNDLE there are lesson slide presentations ( SMART NOTEBOOK) for all of Topic 3 - Parallel & Perpendicular Lines. There is one mid-topic quiz and one end of topic test. Quiz 3-1 covers lessons 3.1 through 3.3 the test covers all lessons 3.1 through 3.6. Each assessment comes with a review OR you can choose to use it as a version B of each assessment. This bundle could potentially save you so much time! **ALL LESSONS IN THIS BUNDLE WERE BUILT IN SMART NOTEBOOK** Lessons in Topic 3 -

This test covers 1.1 Points Lines & Planes, 1.2 Distance, and 1.3A Midpoints, 1.3B Partitioning Segments, 1.4 Angle Measures & 1.5 Angle Relationships. There are two documents included. One is a review/practice test, and the second is the test. Teachers can use this as TWO different versions of the same test to help with wandering eyes that students may get, or as intended, teachers can also use one as the review and one for the test.

Included in this resource is the Microsoft POWERPOINT slide deck for lesson 3.2 Parallel Lines & their Angles. This lesson introduces the mathematical relationship between alternate interior, alternate exterior, corresponding & consecutive interior angles within parallel lines. This lesson also discusses the Perpendicular Transversal Theorem.

Included in this resource is the Microsoft POWERPOINT slide deck for lesson 3.1 Lines & Transversals. This lesson introduces what alternate interior, alternate exterior, corresponding & consecutive interior angles are and how they are related. This lesson also discusses the differences between parallel and skew lines as well as parallel planes.

Included in this resource is the (MS POWERPOINT) slide deck for Geometry lesson 2.8 Angle Proofs. In this lesson we prove angle relationships using angle congruence, angle addition, bisectors, and other angle theorems such as congruent supplements/complements. All proofs are partial and are fill in the blank format.

Included in this resource is the (MS POWERPOINT) slide deck for Geometry lesson 2.7 Segment Proofs. In this lesson we prove segment relationships using segment congruence, segment addition, and the midpoint theorem. All proofs are partial and are fill in the blank format.

Included in this resource is the (MS POWERPOINT) slide deck for Geometry lesson 2.4 Deductive Reasoning. In this lesson the concept inductive v. deductive reasoning is explored. Time is spent discussing the two major types of deductive reasoning, the Law of Detachment & the Law of Syllogism.

Included in this resource is the (POWERPOINT) slide deck for Geometry lesson 2.2 Conditional Statements. In this lesson the concept of an if-then statement is brought up. Time is spent identifying the hypothesis and conclusions of if-then statements. Also covered in this lesson are the other 3 related conditional statements, truth values, counterexamples & negation.

Attached is a PDF that contains 1 Practice Quiz, and 1 Quiz. The quiz covers the following content: 2.5 Algebraic Proof2.6 Intro to Geometric Proof2.7 Segment Proofs2.8 Angle ProofsYou can use the Practice quiz for your review day OR you can use it as a second version of the assessment. Whatever preference you have, you can do just that! The Quiz is constructed with the Practice Quiz as the basis, so both are very similar to one another.

Attached is a PDF that contains 1 Practice Quiz, and 1 Quiz. The quiz covers the following content: 2.1 Inductive Reasoning2.2 Conditional & Related Statements2.3 Biconditionals & Definitions2.4 Deductive ReasoningYou can use the Practice quiz for your review day OR you can use it as a second version of the assessment. Whatever preference you have you can do just that! The Quiz is constructed with the Practice Quiz as the basis, so both are very similar to one another.

Included in this resource is the slide deck (MICROSOFT POWERPOINT)  for Geometry lesson 3.6 Writing Equations of Lines (point-slope form). In this lesson we take the skills we’ve learned previously, and apply it to writing new equations of lines as well as writing equations of parallel and perpendicular lines. We look at writing equations when we’re given 1 point and the slope, and 2 points. Then we use our slope knowledge for parallel and perpendicular slopes to apply equation writing to speci