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
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. The worksheet itself is only 1 page and includes 15 conditional statements. The students will then have to come up with the converse, inverse and contrapositive of each statement and also determine their truth value. If they are fa
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
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 S
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
The question listed on Scenario 1 is as follows:
"In this scenario we purchased 1 item for $1000. (This could be a new TV, summer vacation, Laptop, etc.) We did not have the cash at the time so we charged it to our Visa. This particular credit card requires that we make a minimum payment of 13% each month. It also has an APR of 10%. Fill out the chart to find out how much you have paid at the end of the year and if you have a remaining balance. "
The chart is a great way for students to disc
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 your students struggling with all of the properties of parallelograms, rectangles and rhombuses? These step by step proofs will allow them to see the various properties in action.
Included in this download are 16 simple proofs ranging from 3 steps to 8 steps each. The student version has blank tables that indicate the possible number of steps for each proof. Of course, if your students decide to complete the proofs using other methods (ie: triangle congruence mixed with CPCTC) then it w
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
I created these study guide to help my students with introductory proofs. There never seems to be enough practice with proofs in the textbooks. It was designed to repeat some of the same theorems and postulates over and over again but in different problems. A complete answer key is included. *Note: Certain problems could be done multiple ways. My answers generally include the shortest complete method. The proofs include the following basic concepts:
Definitions
-Complementary, Supplmentary
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
Tired of typing up notes for your students only to find that they are not reading them? Are you students refusing to take advantage of the millions of online resources that are available? Maybe it is time for something different. Try these cartoon notes!
This set of notes answer the following questions:
1) How do you find the slope of a line from a set of coordinates or from a graph?
2) Is the slope positive, negative, zero or undefined?
3) What are the different forms of equations? (Slope-I
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
Tired of teaching the same boring lessons on Circumcenter and Incenter? After years of using the standard book resources, I decided to create this activity that demonstrates some real-life applications of these concurrent points. This product includes 9 tasks (with complete answer key and screen shots of graphics). Each task will ask students to find a real life circumcenter or incenter. (While this product did not include any centroid or orthocenter problems, I left those options on the top
The scenario on this chart is as follows:
"MasterCard sent you a fabulous new credit card offer in the mail. It is a special card for teens with really low minimum monthly payment percent of 4%. In exchange for the low minimum monthly payment percent, MasterCard raised your APR to 18%. You decide to use this credit card instead of the Visa in Scenario #1. Fill out the chart and determine the amount of money you spent and your remaining balance. "
The chart is a great way for students to di
Looking for a new assignment for one of your math classes? I have created this assignment in an attempt to have students become more passionate about math and to see a connection to the real world. In short, this assignment requires students to create a 1-page fact-sheet or Power Point presentation on a particular math career. (51 Printable careers are included) Each student in the class completes their own report and then reports back to the class on their findings. When I am done with all o
Are you teaching factoring to a lower level math class or perhaps younger group of students? While factoring itself can be easy I have found that certain classes of mine have trouble with signs. The higher level students are pretty good with using mental math and trial and error but this process tends to frustrate other learners. Enclosed you will find two different versions of a reference chart that will allow students to determine the signs for factoring a very basic trinomial. These charts
Introducing students to geometric proofs in a geometry class can be a difficult task for both teachers and students. I created this introductory lesson to help get my students' brains in gear. After teaching the first few introductory chapters the kids should have some understanding of basic definitions, postulates and theorems. This worksheet will help them "squeeze" as much information as possible from "givens" in formal proofs. Since I started using this paper and other similar worksheets
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
7th - 11th
Geometry, Other (Math)
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About the store
Experience
12 Years experience as a classroom teacher in 8th grade - Subjects include Basic Math, Pre-Algebra, Algebra, Honors Algebra Geometry, Honors Geometry
Teaching style
My ultimate goal is to make math easy and applicable to students of any level. I try to take difficult concepts and break them down into smaller parts. I use creative lessons and notes in order to keep the attention of my students.
Awards & shining teacher moments
Promising Practitioners Award
My own education history
BS in Middle Childhood Education - Concentrations in Math and Science -Master's of Science in Instructional Technology
Additional biographical information
My interests are far reaching and certainly include a lot of topics that are not directly related to math. I try to take my interests such as dance, art, and travel and infuse them into my classroom activities and discussions.
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