CreativeMathLessons

Do your students need a little bit more practice with determining the measures of missing angles? This packet includes 5 separate angle worksheets that involve understanding the angles relationships when there are parallel lines cut by a transversal line. Certain problems require that the students to know that triangles add up to 180 degrees. Angle pair covered include: alternate interior, alternate exterior, corresponding, same-side interior (consecutive interior) as well as linear pairs and v

My first set of angles puzzles have been a hot seller so I wanted to post some new puzzles for those of you who have found them to be helpful. This particular set contains 7 angle puzzles with 7 complete answer keys. In order to fill in the angle puzzles students must be familiar with the angle relationships formed by two parallel lines and a transversal. Additionally they would have to be familiar with the triangle sum theorem, complementary and supplementary angles, etc. If you have alrea

My first two sets of angles puzzles have had many downloads so I wanted to post some new puzzles for those of you who have found them to be helpful. This particular set contains 5 angle puzzles with 5 complete answer keys. In order to fill in the angle puzzles students must be familiar with the angle relationships formed by two parallel lines and a transversal. Additionally they would have to be familiar with the triangle sum theorem, complementary/supplementary angles and for this particular

Need more resources when you are teaching logic to your geometry classes? Are you teaching geometry for the first time and need to wrap your mind around the concepts yourself? The books never seem to have enough of the same type of problem for the students to practice so I started making my own. This activity is a new version (all new examples) of an old one that I still have posted. It contains 20 conditional statements that your students can turn into converse, inverse and contrapositive st

Are you looking for a way to ease your students into complex proofs? This printable study guide/homework assignment involves the following theorems and postulates: -Converse of the Corresponding Angles Postulate -Converse of the Alternate Interior Angles Theorem -Converse oft the Alternate Exterior Angles Theorem -Converse of the Consecutive Interior Angles Theorem (Same-side interior angles theorem) The first set of problems is very simple just to get their minds used to the idea of proving

Are you introducing proofs for the first time? Are your students struggling with the concept of a proof? I have found that there are very few remediation worksheets on proofs and sometimes it is necessary to go slow until all students get the hang of proofs. It can be frustrating when the textbooks only include one or two examples. I created this very straightforward study guide for beginner proofs. This particular study guide contains 10 proofs. The first 5 are all set up to use the basic Ang

Did you run out of proofs to give your students? Need something that is already pre-made and ready to print? After many years of teaching geometry I have found that there is not enough practice out there when it comes to proofs. I have spent hours putting together proofs that are "user friendly" for my students to use and hopefully you will find them helpful too. (Check my other listings and check back for updates as I have many more proof study guides.) This particular packet includes 8 2-c

Are your kids struggling to write proofs? It seems as though there is never enough proof practice in the textbooks and as a result I have created a series of my own proof assignments. This proof assignment addresses basic angle relationships that exist when two parallel lines are cut by a transversal. Students will need to be able to identify Alternate Interior, Alternate Exterior, Corresponding, and Same Side (Consecutive) Interior Angles. Part 1 contains 10 VERY SIMPLE 2-step proofs that

Are your students struggling with the concept of counter-examples? Are you teaching Geometry for the first time? Coming up with great true and false statements can be confusing. Use this worksheet to help you introduce formal logic into your class. This printable worksheet contains 20 statements that your students will have to label as true or false. If they are false they must provide a valid counter-example. This can get tricky because some students don't realize that the counter-examples m

Preparing for your standardized tests? Need a short unit on angle pairs? These introductory notes are handwritten and include small cartoon pictures. They are great for Pre-Algebra or Algebra students. I have been told that they can be helpful for special education students as well. The notes are straightforward and are followed by 5 different homework pages that could be assigned for homework. *Students should have some basic prerequisite knowledge of supplementary angles, vertical angles a

Are your students struggling with understanding basic trig functions? Are you looking for something simple that will both excite your students and strengthen their basic trig skills? If you answered yes to any of those questions then this "trig lab" will be perfect for you! Before starting this your students should be familiar with sin, cos and tangent and finding missing side lengths. I created this lab knowing that most of my students have cell phones. In order to complete this lab you wi

Struggling to find good examples of geometric proofs in your textbook? These detailed proofs will help you and your student become experts! This particular packet includes 8 proofs that all use the vertical angles theorem. Other topics include angle addition, substitution, supplementary angles, etc. This packet is slightly harder and more detailed than some of my other introductory proofs. An answer key is included. You may to choose proofs in a slightly different format in your class.

Looking for some extra resources for geometric proofs? You have come to the right place! After years of teaching Geometry I have realized that good proof worksheets are difficult to come by. Because geometry is often considered an "advanced" class there seems to be very little in the way of remediation. Most students could really benefit from additional practice with proofs. Creating new proofs can be tedious and time consuming. Why reinvent the wheel when these resources have already been cr

Are your students struggling with geometric proofs? Are you struggling to find a way to explain it? I have created this simple 6-step plan for geometric proofs to help my students. I have found that is helpful if they have some sort of format to follow for each proof. This particular item is just a single page and can be printed in color. The advice is coming from the "Proof Pirate" which helps this page stand out in their notes. Cheesy? Yes! Will you get a quick laugh from your students?

Are you introducing formal logic to your class and having trouble coming up with additional examples? Are you teaching logic for the first time and struggling with how to explain things to your class? This activity is great for the students and also for the teachers. This is my third variation for conditional statements available on TpT and is the one is comes with two printable versions after reading the suggestions on my other products. Version 1- This version is simply a 1-page document w

Need more resources when you are teaching logic to your geometry classes? Are you teaching geometry for the first time and need to wrap your mind around the concepts yourself? The books never seem to have enough of the same type of problem for the students to practice so I started making my own. This activity is a new version (all new examples) of an old one that I still have posted. It contains 20 conditional statements that your students can turn into converse, inverse and contrapositive st

Are you introducing proofs for the first time? Are your students struggling with the concept of a proof? I have found that there are very few remediation worksheets on proofs and sometimes it is necessary to go slow until all students get the hang of proofs. It can be frustrating when the textbooks only include one or two examples. I created this very straightforward study guide for beginner proofs. This particular study guide contains 10 proofs. The first 5 are all set up to use the basic Lin

Testing season is upon us! Even though the Triangle Sum Theorem is technically a topic for Geometry, this concept shows up on a variety of state and national assessments from 5th grade all the way up to 11th grade. These notes offer a simple rules for your students regardless of grade level. Each example is explained in two different ways. "The fancy way" that requires the use of a formula and highlights the strategies used on state wide assessments. The "mental math" explanation works bett

Tired of the same computerized notes from your textbook? Are your students getting bored with all of their digital resources? Bring some "old school" handwritten notes back to your class. These notes include cartoon character illustrations and simple, easy-to-follow examples for the Pythagorean Theorem. They are written in way that even someone who doesn't know anything about the Pythagorean Theorem can follow. Part 1 helps students identify the legs vs. the hypotenuse of the triangle Par

Are you introducing proofs for the first time? Are your students struggling with the concept of a proof? I have found that there are very few remediation worksheets on proofs and sometimes it is necessary to go slow until all students get the hang of proofs. It can be frustrating when the textbooks only include one or two examples. I created this very straightforward study guide for beginner proofs on the DEFINITION OF AN ANGLE BISECTOR. This particular study guide contains 8 proofs. The first