Set in Stone Math

There were 7 members of the math club, one of them has mysteriously gone missing. It is your job to discover who went missing, where were they last seen, and what caused they to go missing. Are you up for it? Can you find the missing math club member? This clue style activity is meant to help students practice estimating square roots. There are 12 total problems. Print out the clues and tape them up around your room. Then have students go around and solve the problems. After they have solved the

This worksheet will help students practice Translations, Reflections, Rotations and Dilations. It even has a challenge problem that can be added for your advanced learners. The challenge problems involves a dilation and finding the perimeter of the image and pre-image using the distance formula.

In these notes students will learn about Laws of Sine and Cosine. There are 3 examples of Laws of Sine and 3 examples of Laws of Cosine. Then there are 6 problems where students have to decide whether to use Law of Sine or Law of Cosine.

Students complete these notes after they already know about Sin, Cos and Tan. These notes go over what Csc, Sec and Cot are. Then they have to complete 4 problems where students find all 6 trig ratios for the provided triangles.

In this worksheet students will be required to set up trig ratios, find missing side lengths using Pythagorean theorem and trig ratios, and find angle measures using trig ratios. There are calculator problems where students need to use their calculator to evaluate trig ratios. There are 19 total problems.

Students will practice different problems involving Distance Formula and Midpoint Formula. There is also a challenge problem where students have to figure out how to find the point one-fourth of the way between two points.

In this assignment students will be determining if triangles are congruent. If so they must give the shortcut used and write the congruence statement. If they use something that isn’t marked they have to include their reason. For example if they use that vertical angles are congruent they must state that. They also have a few problems were they have to state what additional information is needed to prove triangles congruent by certain shortcuts. There's also 2 problems where they have to draw an

In this similar figured Bingo students will complete a total of 20 problems. There are problems where they have to find the missing side length given similar figures, some proportion problems, some where they have to find the scale factor, and some where they use similar figures to solve for the value of a variable. There are 30 bingo cards and one bingo callers card. Each card has a free space. There are 5 numbers that aren't answers to problems on their bingo cards with 25 numbers in total.

This product comes with a PDF of the notes and guided notes for the students to fill out, along with an answer key of the filled out notes. Students will write the definitions for Similar Figures, Proportions, Ratios and Similar Triangles. They will then do a few example problems where they identify corresponding sides and angles. There are a few problems where given that triangles are similar students must find the missing sides lengths or angle measures. Finally they will investigate the rules

This assignment is to be completed BEFORE students know the shortcuts to show triangles are similar. In this assignment students will be working with similar polygons and similar triangles. They will start by finding the similarity ratio of some figures. Then they will find the missing side lengths of some shapes using proportions. They will also be identifying corresponding sides and congruent angles. Finally there is a challenge problem that is a word problem.

Students will be looking at the angles made between two parallel lines that are cut by a transversal. They will be finding the measures and give a reason for each one. They will also need to identify congruent and supplementary angles in a diagram and justify why they are congruent or supplementary. The final problem in the worksheet the students have to fill out a two-column proof.

In these notes students learn about congruent triangles and ways to show that triangles are congruent. They learn about the 5 shortcuts: SSS, SAS, ASA, AAS, and HL. There are also 14 example problems. In these example problems students are determining if triangles are congruent, and if so by what shortcut. There are 2 examples where given that triangles are congruent students need to find the value of the missing side length or variable. This product contains guided notes, an answer key to the g

This quiz assesses students knowledge of trig ratios and angles of elevation and depression. There are six questions in total, four trig ratio questions, one angle of depression problem and one angle of elevation problem. The first trig ratio problem asks students to identify all the trig ratios for a given triangle. Then there are two problems where students have to find the missing side value using trig ratios. Then the final of the four students have to find the missing angle measure of a tri

In this review students will use their knowledge of angles made by cutting two parallel lines with a transversal and the angles within a triangle. Students will have to find the value of x for each problem and state what geometric property is being used. The different properties include: Alternate Interior Angles, Alternate Exterior Angles, Corresponding Angles, Same Side Interior Angles, Vertical Angles, Linear Pairs, Triangle Angle Sum Theorem and Triangle Alternate Exterior Angle Theorem.

In this project students will create an artistic representation of the Unit Circle. They may use any medium of their choice. They must include the following on your circle Angles measured in degrees Angles measured in radians Coordinates of the points The sine, cosine and tangent values of all points (this may be in a table instead of on the circle) There is a rubric include to assist with grading this project.

These notes are used to teach students about angles of elevation and angles of depression. There are 5 example problems in the notes with a mixture of both angle of depression and elevation problems. Some where you have to find the missing side and some where you have to find the missing angle.

In these notes students learn about the parts of a right triangle, sine, cosine and tangent. They also have to do some calculator problems to find the values of different trig functions and the angles given the values of trig functions. There are 10 total trig ratio problems to be completed.

In these notes there are seven Triangle Congruency proofs to complete. Students will use all of the triangle congruency shortcuts (SSS, SAS, ASA, AAS, and HL). They will also have to use previous knowledge of parallel lines and their angles along with reflexive property.

In this assignment students will use SAS, AA, and SSS to prove that triangles are similar. There are 10 total problems in this assignment with the final 4 problems being proofs. In problems 1-6 students are asked to state if the triangles are similar. If so, they state how they know they are similar and complete the similarity statement. There are 2 examples of non similar triangles in this set. This will test if students really know what it means for triangles to be similar.

In these notes students learn about using AA, SSS and SAS to prove that triangles are similar. There are 13 total examples, 4 which are proofs. This resource there are the presentation notes, guided notes and an answer key of the filled out guided notes.