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The Probability of Independent and Dependent Events guided notes discuss independent and dependent events with examples and calculating probability of two independent or dependent events both happening simultaneously. These notes were made for a high school geometry level course, but could be used to in statistics or an honors middle school level course. The scaffolded notes provide an extra opportunity to keep students engaged and provide them with valuable connections between different concept

The triangle congruence shortcuts guided notes and practice set introduces each of the 5 main postulates that can be used to prove triangles congruent: SSS, SAS, ASA, AAS, and HL. The scaffolded notes review vertical angles and shared sides, provide an extra opportunity to keep students engaged, and provide them with valuable connections to other concepts we will discuss in Geometry. There are two pages of guided notes with included examples. Two answer keys are included (one without examples fi

The introduction to logic and truth tables guided notes set introduces basic logic vocabulary and symbols as well as truth tables. This notes set can be used as part of your introduction to logic and proofs unit. The scaffolded notes provide an extra opportunity to keep students engaged and provide them with valuable foundations for the concepts we will discuss in Geometry. There are two pages of guided notes with examples followed by a page with multiple practice problems that can be used as a

The area of triangles, trapezoids, parallelograms, and kites guided notes discuss how to calculate the areas of each of these figures using base and height or the diagonals of the shapes. These scaffolded notes provide an extra opportunity to keep students engaged and provide them with valuable connections between different concepts in Geometry. Key vocabulary and reminders are included in the page of notes. The worksheet included has one page of 10 area calculation questions (Pythagorean theore

The combinations and permutations guided notes and worksheet walk students through the key parts of Combinatorics (counting) in Geometry. The notes start with the Fundamental Counting Principal (which likely was talked about during probability) and introduces the concepts of factorials, permutations, and combinations. Practice examples are built into the notes over combinations and permutations. The third page is a worksheet over combinations and permutations. Two answer keys are provided: one w

The Types of Quadrilaterals and Properties guided notes with examples summarizes all of the properties of the different types of quadrilaterals. Made to be used as doodle notes (if desired), the notes are set up as a flow-chart to show the relationships between properties of different types of quadrilaterals. Key vocabulary, properties, and examples are included. These notes were made for a high school geometry level course, but could be used in an honors middle school level course. The scaffold

This guided notes set discusses the probability of mutually exclusive and non-mutually exclusive events and complements. These notes were made for a high school geometry level course, but could be used to in statistics or an honors middle school level course. The scaffolded notes provide an extra opportunity to keep students engaged. Key vocabulary and multiple examples are included in the two pages of notes. There is also a 2 page (8 question) worksheet over probabilities of mutually exclusive

The classifying triangles guided notes set introduce 6 main classifications of triangles by sides and angles as well as some properties of equilateral and isosceles triangles. Vocabulary includes: acute triangle, obtuse triangle, right triangle, equilateral triangle, equiangular triangle, isosceles triangles, and scalene triangles. The notes also discuss the base angles of isosceles triangles and the triangle angle sum theorem. This notes are a great introduction to a high school Geometry cong

The Points of Concurrency in Triangles guided notes and practice introduce the concepts of orthocenter, circumcenter, incenter, and centroid in triangles. The notes include an example after each triangle relationship to help students gain practice with solving for missing values using the circumcenter, incenter, or centroid of a triangle. The scaffolded notes provide an extra opportunity to keep students engaged and provide them with valuable foundations for the concepts we will discuss in Geome

The three-dimensional figures guided notes and practice set provides an overview of the types of three-dimensional figures as well as the formulas we will use to calculate surface area and volume of each of these 3D solids. Made to be used as doodle notes (if desired), the scaffolded notes provide an extra opportunity to keep students engaged and provide them with valuable review for the concepts we will discuss in Geometry (students typically have some knowledge of surface area and volume from

The Introduction to Probability guided notes with examples is the perfect introduction to what probability is, how to find basic probability, and sample spaces. These notes were made for a high school geometry level course, but could be used to introduce probability in statistics or an honors middle school level course. There is an optional dice activity included in one version of the guided notes (a version of notes is provided without the dice activity as well if you do not have time for the a

The distance between a point and a line guided notes and practice introduces the three steps needed to find the distance between a point and a line (or two parallel lines). Made to be used as doodle notes (if desired), the scaffolded notes provide an extra opportunity to keep students engaged and provide them with valuable connections between different concepts we discuss in Geometry. The last two pages include extra practice problems that can be done together, as an in-class worksheet, or could

The Two-Way Table Probability guided notes discuss two-way tables and relative frequency with examples. These notes were made for a high school geometry level course, but could be used to in statistics or an honors middle school level course. The scaffolded notes provide an extra opportunity to keep students engaged, especially for your learners who have extra attention needs. Key vocabulary and examples are included in the single pages of notes. The one-page worksheet includes questions over ca

The classifying polygons guided notes and practice set discusses what makes a two-dimensional figure a polygon or not a polygon, names for polygons (based on sides), and different classifications for polygons including concave/convex, equilateral, equiangular, and regular/irregular. These scaffolded notes are made to be used as doodle notes (if desired) and provide an extra opportunity to keep students engaged and provide them with valuable foundations for the concepts we will discuss in Geometr

Included in this resource are guided notes over congruence transformations (isometries) such as translations, rotations, and reflections. Each topic has vocabulary and definitions, guided examples to do as a class, an example to try on their own, and extra practice questions of each type at the end of the notes. The original notes are 4 pages long. Two answer keys are provided: one providing the answers to everything, including the examples, and a second one providing the answers to everything e

The conditional statements guided notes and practice introduces the concept of a conditional statements, hypotheses, conclusions, and three specific types of conditional statements: converse, inverse, and contrapositive statements. This notes set can be used as part of your introduction to logic and proofs unit. The concept of converse especially is important when it comes to parallel line proof justifications. The scaffolded notes provide an extra opportunity to keep students engaged and pro

The circumference and arc length of circles guided notes includes key vocabulary, definitions, formulas, and guided examples needed to teach this geometry concept. The three page circumference and arc length guided notes provide scaffolded notes for students making the connection between circumference, fractions, and finding the arc length of a circle. The formula for calculating arc length is given, but students are also encouraged to understand the parts of the formula (for this truly makes ma

The perimeter, circumference, and area guided notes and practice set reteaches the basic perimeter, circumference, and area formulas that students will need throughout the year in high school Geometry. Made to be used as doodle notes (if desired), the scaffolded notes provide an extra opportunity to keep students engaged and provide them with valuable foundations for the concepts we will discuss in Geometry. Worksheet problems vary in difficulty from easy to more challenging problems involving g

The Probability of Independent and Dependent guided notes discuss independent and dependent events with examples and calculating probability of two independent or dependent events both happening simultaneously. These notes were made for a high school geometry level course but could also be used in statistics or an honors middle school level course. The scaffolded notes provide an extra opportunity to keep students engaged and provide them with valuable connections between different concepts in

The parallel lines and transversals guided notes set introduces the basic angle pairs formed by two or more parallel lines cut by a transversal. Angle types include vertical angles, linear pair, alternate interior angles, alternate exterior angles, consecutive (same-side) interior angles, and corresponding angles. Made to be used as doodle notes (if desired), the scaffolded notes provide an extra opportunity to keep students engaged and provide them with valuable foundations for the concepts we