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Lena Feldman

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Oak Ridge, New Jersey, United States
About the store
Hi & welcome to my page! I have been an educator for the past 14 years in the high school mathematics classroom. I have taught from Algebra 1 through Calculus ranging from ICS to Honors. I truly love mathematics and all the different ways it can be approached!
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Preview of How to Guide: Using Sliders with Desmos Graphing Calculator

How to Guide: Using Sliders with Desmos Graphing Calculator

Created by
Lena Feldman
This How to Guide is about how to use the sliders feature in Desmos. This focuses on recognizing form in an equation, systems, circles, and function notation with how to interpret the visuals that Desmos can create. Tips and previews of the output are provided to guide the thinking and understanding behind answering more abstract questions. There are practice prompts provided at the end.
Preview of How To Guide: Using the Desmos Graphing Calculator

How To Guide: Using the Desmos Graphing Calculator

Created by
Lena Feldman
I created this How to Guide with examples and descriptions with methods of using the free, online Desmos graphing calculator. Learning how to use this tool will lead to being an effective problem solver and standardized test taker. The goal is to allow students to connect to both algebraic and graphical representations of solutions. This also shares how to utilize the table feature for both testing points and analyzing statistical data from a table.
Preview of Introduction to Unit Circle Notes

Introduction to Unit Circle Notes

Created by
Lena Feldman
Creating circle and right triangle diagrams via Desmos, I used this resource to allow students to connect their understanding of the coordinate plane and special right triangles to develop connections to angle sketches and how they relate to their terminal sides intersecting as points on the unit circle.
Preview of Reference Summary of Exponential & Logarithmic Graphs

Reference Summary of Exponential & Logarithmic Graphs

Created by
Lena Feldman
This was used after an Amplify Investigation of Exponential and Logarithmic graphs. I always have students summarize findings in one place to use as a reference sheet as we continue to practice the skills. Two interconnected examples are provided to synthesize the idea of inverses both algebraically and graphically.
Preview of Reference Sheet of Logarithmic & Exponential Forms

Reference Sheet of Logarithmic & Exponential Forms

Created by
Lena Feldman
I created this reference sheet as a result of one of my students from an In-Class support class that wanted to understand the vocabulary behind logarithms and how to switch between log and exponential forms. There are also two sample equations to solve that require the use of logs with step-by-step explanations.
Preview of Polynomial Long Division: Detailed Example with Structure

Polynomial Long Division: Detailed Example with Structure

Created by
Lena Feldman
I created this layout as a tool to give a detailed breakdown of Long Division with Polynomials for students to reference as they work through this topic. I would utilize this as notes to lead into more challenging examples. This allows students to see the cyclical pattern of steps as well as to see the polynomial arithmetic involved along the way. This is a great tool for an in-class support Algebra 2 course. I would highly suggest teaching with color coordination that students can mimic at
Preview of Rubric for Reference Sheet Design for Graph Sketching

Rubric for Reference Sheet Design for Graph Sketching

Created by
Lena Feldman
This is a rubric designed for a project in Calculus where students are meant to design their own reference sheet or notecard to summarize the processes to find key information about a graph using algebraic processes with first and second derivatives.
Preview of Notes Overview of Related Rates using Implicit Differentiation

Notes Overview of Related Rates using Implicit Differentiation

Created by
Lena Feldman
I created this for Calculus to use as a notes summary for students to reference with the written processes and an accompanying example applying related rates skills using implicit differentiation.
Preview of Summary of Derivative Rules

Summary of Derivative Rules

Created by
Lena Feldman
I compiled this graphic organizer so students can compare and contrast when to use which derivative rule - power, product, quotient, chain, and a mix of multiple. Many students forget to simplify the original expression to use one rule that is more direct over another, so I designed the problems to have students reflect on that piece as well. This serves as a good summary and includes various function types.
Preview of Reference Sheet of Complex Numbers & Quadratics

Reference Sheet of Complex Numbers & Quadratics

Created by
Lena Feldman
This reference sheet could be used leading up to an assessment as a review guide OR as a summary and revisit post assessment. I printed this out for my students on colored paper emphasizing that all the skills of using Complex Numbers and Solving Quadratic functions will be utilized when working with Higher Order Polynomials next unit, and beyond. Having a reference sheet with processes and examples allows students to hone in on the crucial skills built on throughout Algebra 2.
Preview of Stations Review of Quadratic Functions

Stations Review of Quadratic Functions

Created by
Lena Feldman
This can be used at the end of Algebra I or during Algebra II when revisiting Quadratic Functions. This covers practice with ALL quadratic forms - standard, intercept, and vertex forms. The 4 stations cover each form as well as how to use the discriminant. Each Station is leveled 1-3 and has the summary of skills listed above the problem sets as a reminder for students reviewing. Students can work in groups as they move through stations (7-10 minutes per station, with 1 problem per level co
Preview of Reference Sheet of Circles

Reference Sheet of Circles

Created by
Lena Feldman
This is a reference sheet for Circles focused on vocabulary (segments/lines/rays/angles/arcs), formulas, and equations in both standard and expanded form. It a quick overview that I used to assist students in Algebra 2 to connect to circular trigonometry and recall key ideas needed for SAT/ACT/standardized testing in general.
Preview of Reference Sheet of Rational Exponents & Radicals

Reference Sheet of Rational Exponents & Radicals

Created by
Lena Feldman
The reference sheet compiles all exponent laws, applications, and radicals with a focus on rational exponents. Additionally, a connection is made between exponential and radical forms to assist in solving radical equations both algebraically and graphically.
Preview of Reference Sheet of Higher Order Polynomials

Reference Sheet of Higher Order Polynomials

Created by
Lena Feldman
This is a resource for students to connect to all aspects of Higher Order Polynomials. It includes both algebraic and graphical representations with verbal descriptions. This summary is meant to synthesize all different approaches involved when looking at higher order polynomials.
Preview of Assessment on Polynomial Division _ MODIFED format

Assessment on Polynomial Division _ MODIFED format

Created by
Lena Feldman
This is an assessment on polynomial long division. It includes vocabulary fill in the blank statements with a word bank, a formatting question, an error analysis, and two procedural questions on using polynomial long division. This type of assessing connects the literacy and vocabulary components to the mathematical procedure. This is the MODIFIED version to accomodate IEP/504/ELL learners with organization and structure of polynomial long division. Any student who has illegible handwritin
Preview of Recall Activity: Circle Vocabulary

Recall Activity: Circle Vocabulary

Created by
Lena Feldman
This activity highlights key circle vocabulary and allows students to create their own color coordinated diagrams to represent their understanding of these terms. By using the shape tools and text boxes in Easel, students can make clear, organized diagrams to demonstrate their familiarity with the vocabulary, how to sketch an appropriate diagram, and use proper naming notation. This could also be used as an introduction to circles in Geometry to gather prerequisite knowledge and foster discus
Preview of Warm Up: Connecting to Signs of Six Trig. Ratios in Quadrants

Warm Up: Connecting to Signs of Six Trig. Ratios in Quadrants

Created by
Lena Feldman
This is a Warm Up to allow students to connect to the signs of the six trigonometric ratios before formally learning the Unit Circle. Students will be asked to sketch angles in both radians and degrees in 3 of the four quadrants, excluding quadrant 1. Then, they are finding combinations of the six trig. ratios using the reference angle triangle and special right triangle ratios. At the end, students are asked to generalize the signs of the trig. ratios in each quadrant. *NOTE: I use "Always
Preview of Entrance Card:  Angles & Trigonometry with Peer Check

Entrance Card: Angles & Trigonometry with Peer Check

Created by
Lena Feldman
I use this as an a small graded check in with open notes on how to sketch angles and all the vocabulary it comes with. One question includes finding all six trigonometric ratios as well. Most aspects of this problem set have variability as the 3 of the 4 answers have open-ended elements. I answered minimal questions as I want students to have opportunities to make mistakes and learn from them, while allowing their peers to identify errors as well. *Here are the directions for the students:
Preview of Assessment on Polynomial Division _ Modified version posted separately!

Assessment on Polynomial Division _ Modified version posted separately!

Created by
Lena Feldman
This is an assessment on polynomial long division. It includes vocabulary fill in the blank statements with a word bank, a formatting question, an error analysis, and two procedural questions on using polynomial long division. This type of assessing connects the literacy and vocabulary components to the mathematical procedure. *A modified version is available.
Preview of Inspirational Poster: Grit & Attitude for Math & Future Success

Inspirational Poster: Grit & Attitude for Math & Future Success

Created by
Lena Feldman
I created this mini poster to get students to think about how Grit and Attitude can impact their success in both the mathematics classroom as well as their futures. When students continuously question why they are learning skills in math class, I find a key response is their ability to problem solve, react to setbacks, and continue to persevere through challenges that support growth!
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About the store

Experience

Hi & welcome to my page! I have been an educator for the past 14 years in the high school mathematics classroom. I have taught from Algebra 1 through Calculus ranging from ICS to Honors. I truly love mathematics and all the different ways it can be approached!

Teaching style

Through creativity and growth mindset, I really love to focus on harnessing students' self worth, their ability to react to setbacks, and fostering creative approaches to problem solving. I have also gotten my Yoga certification and a Social Emotional Learning Certificate that allows me to bring mind and body connections into learning advanced mathematical concepts.

Awards & shining teacher moments

I proudly work as the Mathematics Department Coordinator in my high school and facilitate collaboration with colleagues across content areas to develop new ideas and make cross curricular connections. In 2019, I earned the Exemplary Educator Award from the NJ Department of Education, amongst colleagues that I have looked up to since the start of my career. I am also a proud member of the Breathe for Change Educator Collective, which has empowered me to teach students the importance of continuous improvement and resilience in learning through personal well-being.

My own education history

I graduated with my Bachelors Degree from The College of New Jersey in Secondary Mathematics Education in 2011. I went back to school to earn my Masters degree from Montclair State University in Mathematics Education in 2016. Additionally, I continue to develop in my craft committing to being a life long learner through professional development yearly.