The Geometry Expert

Students will work through 3 escape rooms using trig to find ratios, solve for missing sides, and solve for missing angles. Students will answer 18 total questions.

Students will work through 4 different rooms answering 22 questions on angle pairs formed by parallel lines and a transversal. Students must answers all questions correctly in each room to move on to the next. Room 1: Naming the angle pair relationship Room 2: Find the missing measure (numeric) Room 3: Solving for x using the angle pair relationship Room 4: State the value of x that makes the lines parallel\ Each room covers the following angle pair relationships: alternate interior, alternate e

Ina google form, students will work through 4 rooms answering 6 questions in each. They must get all 6 correct before they will be allowed to move on to the next room. Room 1: Answer questions about the definitions of the circumcenter, incenter, centroid, and orthocenter. Room 2: Solve for missing measures using the circumcenter. Room 3: Solve for missing measures using the incenter. Room 4: Solve for missing measures using the centroid.

Student will work through 16 problems using the triangle sum theorem and exterior angle theorem. Each room has four problems and students must get all four correct before they will be able to move onto the next room. Students will break the code four times to complete their escape.

PDF of Guided Notes: 8 Lessons (16 Pages) Identify and name points, lines, planes, segments, rays, and intersections. (2 pages)Segment Addition Postulate: Solve numerically and algebraically. (2 pages)Midpoint and Distance: Find the midpoint given two points or given the midpoint and an endpoint. Find the distance and simplify into simplest radical form. (2 pages)Naming and angle and angle addition postulate. Solve numerically and algebraically. (2 pages)Define and solve with complementary, supp

In this escape room students will work through 16 problems in 4 groups of 4 problems. Students must get all 4 correct to move on to the next set of 4 problems. Students will be proving triangles similar by SSS, SAS, and AA as well as solving for missing values using proportions.

Using Google Forms, students will work through 5 rooms answers 4 questions in each. They must answer all 4 correct before they can move on to the next room. Rooms 1 & 2: Students will state if the triangles are congruent by SSS, SAS, AAS, ASA, HL, or not congruent. Rooms 3-5: Students will state the congruences needed in order to use the SSS, SAS, AAS, ASA, or HL congruence theorem.

Students will work through 4 different rooms answering 4 questions in each room. They must answer all 4 correctly before it will let them move on to the next room. Room 1: Interior angle sums of polygons Room 2: Finding 1 interior angle measure of a regular polygon Room 3: Finding 1 exterior angle measure of a regular polygon Room 4: Finding the number of sides of a polygon given the interior angle sum

PDF of Guided Notes: Properties of parallelograms and solving for missing measures. (2 pages)Properties of special parallelograms: Rhombus, rectangle, and square. Use properties so solve for missing measures. (2 pages)Trapezoid midsegment theorem, properties of isosceles trapezoids, and properties of kites. Use properties to solve for missing measures. (2 pages).Answer Keys Included

Students will work through 4 different rooms. Each room has 4 problems and they must get all four correct in order to move on to the next room. Room 1 - Find measures with central angles and arcs (Numeric)Room 2 - Finding measures with central angles and arcs (Algebraic)Room 3 - Finding measures with inscribed angles and arcs (1-step)Room 4 - Finding measure with inscribed angles and arcs (2-step)

PDF of Guided Notes: Properties of circles (2 pages)Solve with central angles and arcs (2 pages)Properties of chords (2 pages)Solve with Inscribed angles and arcs (2 pages)Solve with intersecting secant/tangent/chords angles (2 pages)Solve with intersecting secant/tangent/chords segments (2 pages)Writing and graphing equations of circles (1 page)Answer Keys Included

PDF of Guided Notes - Answer Keys Included: 1. Foundations of Geometry:Naming Points, Lines, Planes, Segments, Rays, and Intersections (1 lesson)Segment and Angle Addition Postulate (2 lessons)Midpoint and Distance formulas (1 Lesson) Adjacent, Complementary, Supplementary, and Vertical Angles (1 lesson)Algebraic 2-Column Proofs (1 lesson)Geometric Proofs with Segments and Angles (2 lessons)Triangle Sum and Exterior Angle Theorem (1 lesson)Isosceles and Equilateral Triangles (1 lesson)Coordinate

Students will work through 22 total questions about the addition rules of probability. Room 1: Students will decide whether the given event is mutually exclusive or not mutually exclusive Room 2: Students will solve the probability with mutually exclusive events. Room 3: Students will solve the probability with non mutually exclusive events. Room 4: Students will decide if the event is mutually exclusive or not and then solve the probability.

12 digital escape rooms. Students will answer questions and must answer them all correctly in order to 'escape' the room. The topics of the digital escape rooms in this bundle are: Congruent Triangles and Stating the Missing CongruenceMidsegments, Perpendicular Bisectors, Angle Bisectors, and MediansQuadrilaterals - Parallelograms, Rhombuses, Squares, Trapezoids, and KitesRight Triangle Trigonometry - SohCahToaSimilar Triangles and Proportionality TheoremsTriangle Sum Theorem and Exterior Angle

PDF of guided notes: Identify and define the legs and hypotenuse of a right triangle.Define the pythagorean theorem and use it to find a missing side length.(4 examples).Define the pythagorean converse and use it to identify if three side lengths will form and acute, right, or obtuse triangle. (6 examples).Answer Key included.

PDF of guided notes: Write 2-column proofs with angle pairs formed by parallel lines and a transversal.Write 2-column proofs proving lines are parallel using the alternate interior, alternate exterior, same side interior, and corresponding converse theorems. Answer Key Included

PDF of Guided Notes: Define and apply the SSS, SAS, ASA, AAS, and HL congruence theorems.(10 examples).Given 2 triangles with some congruence marks, state the additional information needed to use a specific congruence theorem. (3 examples).Answer Key included

In this bundle you will receive 10 review guides covering the entire geometry curriculum. Each review guide include definitions and problems for students work through. Answer key is included. This is a great end of the year study guide. Topics include: 1. Foundations of geometry 2. Transformations in the coordinate plane 3. Inductive/Deductive reasoning 4. Parallel lines, transversals, and perpendicular lines 5. Triangle basics and triangle congruence 6. Similarity and proportional parts 7. Righ

PDF of Guided Notes: 5 Lessons (12 Pages) Use inductive reasoning to observe patterns, write conjectures, and find counterexamples. (2 pages)Write conditional statements and use the hypothesis and conclusion to write the converse, inverse, and contrapositive statements. (2 pages)Use deductive reasoning to draw conclusions using the law of syllogism and detachment. (2 pages)Use algebraic properties of equality to write 2-column proofs solving equations. (2 pages)Use properties, postulates, theore

PDF of notes and a word problem worksheet. Guided notes for finding trig ratios.Guided notes for using trig ratios to find a side.Guided notes for using trig ratios to find an angle.Right Triangle Trig Digital Escape RoomWorksheet with 10 trig word problems.Answer Keys included.