Retired Air Force (nine years overseas)
Pre-Algbra, Algebra-1 and Earth Science at a Language Academy to refugee high school ELL student.
General math, Inclusion, and math team at Title 1 school.
This worksheet gives independent practice for students adding and subtraction of terms. Variations includes: variables with different exponents, distributive property, multiplying with fractions, identifying numbers of terms and nested expressions. A modified worksheet is included for differential skill levels. Examples are given to help student understand the concept of combining terms. Example 3 is a common misconception that students share when working with like terms. Two extra credit
Rotation Worksheet description
This worksheet has six different problems with different variations on each problem. Student working this worksheet should understand how to plot points on a coordinate grid and integers. There is very little variation on this worksheet. With that said questions 3 and 4 are important to see if students understand the concept. The transformation is same but direction and angle of rotation are different.
Note: My philosophy for worksheets. If worksheet has a
Reflection Worksheet description
This worksheet has six different problems with different variations on each problem. Student working this worksheet should understand how to plot points on a coordinate grid and integers. The first problem is the simplest reflection across the x-axis. This is to help students get started on the assignment. The next three problems have the students reflect on top of the original figure two are horizontal and one is vertical. Question 5 is my favorite because
Translation Worksheet description
This worksheet has four different problems with different variations on each problem. Student working this worksheet should understand how to plot points on a coordinate grid and integers. The first problem’s points “A, B, and C” are the same ordered pairs on the translation PowerPoint. This is to help students get started on the assignment. The students are to plot and translate. The second problem has the students plot and translates twice. This allows f
Rational Numbers and Square Roots Worksheet description
This worksheet is three pages in length. It satisfies the requirements for common core 8.NS.2. Prerequisites for students are that they know how to use the sq. root key on a calculator, understands the following: absolute values, sq. roots, and exponents. The first page is for the general students. The second page is modified with one value converted to decimal and plotted on the number line and the number line has the intervals add
Dilation worksheet description
This worksheet is two pages in length, but there are a modified set and answer key for a total of six pages. It satisfies the requirements for common core 8.G.3. The first two pages are for the general students. Page three and four are modified to help students complete this assignment. The first problem is to increase by a factor of four and list dimensions and areas of the imagines. On the modified sheet I list what dimension to be recorded. The second
Transformations Exit Cards description
Print this file on large index cards and laminate for year after year use. Exit cards 2-8 displays the different types of the transformations. Exit cards 9-21 presents types of transformations that the student must identify and describe. Expect differential answers depending on the academic level of the child. Academic challenge should be allowed to exit after identification (i.e. reflection or flip). The academic achieving student should describe the
Rotation ppt description
This PowerPoint is eight slides long and introduces one of transformation (rotation) to intermediate students. Slide #3 introduces the rules for rotation about origin in the counter-clockwise direction at three angles (90°, 180°, and 270°). In order to achieve a clockwise direction just reverse the rules for 90°, and 270°; the rule for 180° remains the same. I give a reference sheet that has the rules. Slide #4 illustrates the 270° and 90° are the same rotation. Some
Reflection ppt description
This PowerPoint is eight slides long and introduces one of transformation (reflection) to intermediate students. Slide #3 stresses the change in orientation. Slide #4 shows that figure and its reflection are equally spaced from the line of reflection. Slides #5 and 6 illustrates how to find the line of reflection by dividing the range between reflecting points by two. Many students do this but they don’t know how to explain it. The exit question slide reviews thre
This PowerPoint is 10 slides long. This lesson satisfies the some of the requirements for common core (HSN.RN.A.2). Slide #2 and 3 are the vocabulary slides, be sure to look at the PowerPoint notes because it contains the concepts that are to be stress with each slide. Slide #4 illustrates how to the radical symbol of the radical is a grouping symbol. It is a nice comparison of an expression that is grouped differently. Slide #5 is a review of squares; students should know 1-20 and 25 square
This worksheet includes; homework prep, standard, modified, and answer key worksheets. This satisfies the some of the requirements for common core 7.G.6 and 8.G.7. The first page is given to the students as homework prep and I model the next three pages of this worksheet for the students. This is design to show students different strategies to find the diagonal length of a tilted square. The count the unit squares method is use by students who struggle because they feel comfortable counting
Pythagorean ppt description
This PowerPoint is eleven slides long and expounds the Pythagorean Theorem to intermediate students. Slide #3 describes the differences between the dimension and area of a leg of a right triangle. Slide #4 is an old proof that has been used many times; this slide has a great animation. Slides #5-7 illustrates how to find a length of a tilted square. (Common Core: 8.G.7 Apply the Pythagorean Theorem to determine unknown side lengths in right triangles in real-world
This PowerPoint illustrates three different dilation problems with different variations. It satisfies the some requirements for common core 8.G.3. The first problem has two similar figures that share origin as an ordered pair. The second problem is to decrease by a factor of three. The third problem is harder because the center of dilation is not origin. The slide ends with same triangle repositioned with the center of dilation at origin. Many times dilation is taught by just increasin
This Jeopardy PowerPoint is good for review or parent night to have students demonstrate their math skills. The categories are “Name that Property”, “Substitute Evaluate & PEMDAS”, “and Adding like Terms”, “ Multiplying Exponents and Dividing Exponents”. This lesson reviews many of the requirements for common core. I normally will have two teams and rotate the person who it answering the questions. If they correctly answer a question they switch with a team mate. If you use this for a paren
Slope Intercept #2 worksheet description
This worksheet is four pages in length, but there are a modified set and answer key for a total of 12 pages. Understanding slope intercept form is necessary to satisfy the requirements for common core 7.EE.4. Prerequisite for this worksheet is for students to understand how to find slope and y-intercept. Problems 1—4 a graph with a linear line is given and student must give slope, y-intercept and the equation, problem 2 is completed on the modified
Pythagorean worksheet description
This worksheet has 6 problems with one extra credit problem. Extra credit tends to motivate some students. There are standard, modified, and answer key worksheets provided. Common core standard listed (8th grade). The first problem is the simplest using squares that most students know. Problems #2 and 3 has a variation with decimals. Ensure student round properly; “Five or more raise the score, four or less let it rest.” Problems #4 and 5 has a variation
Slope Intercept #1 worksheet description
This worksheet is four pages in length, but there are a modified set and answer key for a total of 12 pages. Understanding slope intercept form is necessary to satisfy the requirements for common core 7.EE.4. Prerequisite for this worksheet is for students to understand how to find slope and y-intercept. The first problem is completed for the student so they can see what a correct answer looks like. Problems 1—4 a graph with a linear line is given
This worksheet has four real world problems; it satisfies the requirement for common core 8.EE.8 and several other standards. Students should be able to define variables, write equations, and graph ordered pairs. The first problem is an one-step equation about paint coverage. The next three problems are two-step equations about decline in population, sport club membership and car payment. I created several different print styles. If you don’t want the pictures than print first two sheets ba
Pyramids and Surface Area ppt description
Explore how to find surface area of regular and irregular pyramids with real world pyramids. This lesson satisfies the some of the requirements for common core 7.G.6 and 8.G.7. It is well suited for the intermediate (middle) school students. A prerequisite for this lesson is that students know how to use Pythagorean Theorem. Slide #2 is the vocabulary slide, be sure to look at the PowerPoint notes because it contains the concepts that is to be stress
Function Table ppt description
This PowerPoint is ten slides long and builds on previous knowledge of a simple function. This lesson satisfies the requirement for common core 8.F.1 and several other standards. It is well suited for the intermediate (middle) school students. Slide #2 is the vocabulary slide and the animation identifies the input and output coordinates. Slide #3 illustrates how the input, function and output are used to create an ordered pair. The animations are slow to begin
8th
Graphing, Math
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About the store
Experience
Retired Air Force (nine years overseas)
Pre-Algbra, Algebra-1 and Earth Science at a Language Academy to refugee high school ELL student.
General math, Inclusion, and math team at Title 1 school.
Teaching style
Hunter method: Model, Guide practice, Independent practice with emphasis on work ethic, vocabuary and use of technology. Military background allows me to bring lots of structure into the classroom.
Awards & shining teacher moments
Letters from students saying that they use to hate math, but now they love it.
My own education history
• Certificate of Achievement in Bonsai (Japan): Middle Bonsai Course, 1999
• Air Force Community College: A.A. Aircraft Systems Maintenance Technology, 2002
• Boise State University: B.A. Elementary Education – Minor in Math, Dean’s List Fall 2007
Additional biographical information
N/A
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