Strategically Using Technology in the Math Classroom

There was a time when adding technology to a lesson automatically meant adding engagement. My students were excited to open their devices. I loved the access it gave us to visuals, simulations, and real-time collaboration. On the flip side, I also noticed something else. The same devices that connected us to powerful learning tools were the ones my students used for video games, texting, and scrolling at home. The line between learning tool and entertainment device was blurry for them. If I am being honest, it was blurry for me at first, too. That is when I realized that technology in the math classroom is not just about access or engagement. It is about setting expectations and helping our students see their devices as tools for thinking rather than distractions.

How Technology in the Math Classroom Has Evolved

When I first started teaching, technology in the math classroom often meant projected notes or showing a tutorial video. My students watched, copied, and practiced. It was helpful, but it was still mostly teacher-centered. It sometimes felt like a digital worksheet instead of a meaningful exploration. You may have experienced something similar, especially if your school was just beginning to increase device access.

As access improved and more classrooms moved toward consistent device use, I had to rethink how I used technology in the math classroom. Instead of having my students passively consume content, I wanted them to create, model, and explain. You can now have your students build graphs, analyze representations, and collaborate on shared slides in real time. The shift from consumption to creation is where the real power lies. When your students generate their own math representations, they begin to see connections rather than memorize steps.

That evolution also forces us to rethink balance. I never wanted technology to replace notebooks, discussion, or hands-on thinking. I had to learn how to use technology in the math classroom as a tool that amplified reasoning. You can still have your students sketch by hand, write explanations, and justify their thinking. Technology provides additional ways for them to see patterns and compare ideas. When you approach it this way, it feels less overwhelming and much more purposeful.

The “Why” Behind Technology in the Math Classroom

Technology is evolving quickly, and your students are growing up surrounded by it. I realized that sidestepping it was not the answer. I needed to model how to use technology thoughtfully and academically. Technology in the math classroom is not about flashy tools or constant screen time. It is about deepening reasoning and expanding representation.

When your students connect real-world stories, analyze structured prompts, and defend their reasoning amongst their peers, they are doing meaningful math. Technology gives them more opportunities to see patterns, revise thinking, and collaborate. It allows you to capture multiple strategies in one place so everyone can learn from one another. That kind of visible thinking builds confidence.

Let's take a look at how you can incorporate technology into your math lessons without it "taking over." Here's an example of how I used technology in a new way to take my graphing unit to the next level.

Using Graphing Stories to Make Abstract Concepts Concrete

One of my favorite ways to use technology in the math classroom was through Graphing Stories. Instead of starting a functions unit with definitions and formulas, I began with motion. I would play a short video showing a real-world scenario and ask my students to sketch what they thought the graph would look like. They had to think about whether the situation represented an increasing, decreasing, or constant relationship. 

If you want to try this, start by projecting a Graphing Story video and pausing it at key moments. Ask your students to predict what the graph will do next and justify their thinking in their notebooks. Give them time to compare answers with a partner before revealing the full scenario. You will immediately see misconceptions surface, and that is a good thing. Those conversations are where the real learning happens.

When you use this approach with your students, you'll notice a big difference in how they talk about slope and rate of change. They'll be able to explain how the motion in the video caused the graph to increase or level off. You can use these videos to launch a unit, review before an assessment, or check for understanding during a lesson. Technology in the math classroom serves as a bridge between real-world experiences and formal mathematical language.

Pairing Graphing Stories with Snapshot Math for Deeper Discussion

After your students sketch their graphs from a video, don’t stop there. The learning happens when they analyze and defend their thinking. This is where Snapshot Math comes in. After you have introduced the concept of functions, you can project a Snapshot Math slide on the board as a warm-up to your lesson or as a way to wrap up class. Have your students record their responses in their math notebooks. Then, take a few minutes to share ideas and complete the slide together. 

The Snapshot Math to Talk About – Functions resource includes prompts that push your students beyond surface-level answers. For example, your students will be asked to determine domain and range, apply the vertical line test, compare rates of change, and defend whether a relation represents a function. These are not quick-answer questions. They are discussion starters that encourage your students to justify and explain their ideas. 

The best part is the flexibility. You can project the digital version and annotate student thinking live. You can print a copy and slide it into a plastic sleeve for small group work, so your students can write and erase as they discuss. You can assign the digital slides if your students are working independently. When you pair Graphing Stories with Snapshot Math, you create a full learning cycle: experience, represent, analyze, and defend. That is intentional technology in the math classroom.

Balancing Paper and Digital in Your Math Classroom

I know there is often pressure to go fully digital, but I've never believed it's necessary. In my classroom, students still wrote in their math notebooks every day. They sketched graphs by hand, wrote explanations, and organized their thinking on paper. Technology in the math classroom supported that process instead of replacing it. That balance helped my students slow down and think carefully.

You can start small if you are feeling unsure. Project a Snapshot prompt while your students respond in their notebooks. Use a digital Graphing Story video, but require a hand-drawn graph. During small group instruction, provide a printed Snapshot in a plastic sleeve so your students can collaborate face-to-face. These small adjustments make technology feel manageable instead of overwhelming. You are still in control of the pacing and structure.

When you think about balance, always come back to the math goal. Ask yourself what you want your students to understand by the end of the lesson. If the goal is conceptual understanding of functions, technology should help your students visualize and compare relationships. If the goal is fluency, paper practice might be more efficient. Technology in the math classroom should always serve the learning objective, not distract from it.

Ready to Make Technology in the Math Classroom More Intentional?

If you’re ready to use technology in the math classroom more intentionally, take a look at my full Snapshot Math collection. You’ll find sets for functions, fractions, percents, area, circumference, and more. Choose the topic that fits your next unit and start building deeper math conversations right away!

Save for Later

If you are planning a functions unit or thinking about how to use technology in the math classroom more intentionally, save this post so you can come back to it when you are mapping out your lessons. It can be easy to fall into the pattern of using technology for convenience rather than for a purpose. Pin it now so when you are prepping your graphing or linear functions lessons, you have a clear plan for pairing Graphing Stories with structured math talk. 

The Importance of Teaching Math Vocabulary

Math has its own language, and if our students don’t know the words, they will struggle with the concepts. When I was in the classroom, I knew I had to be intentional about teaching math vocabulary because it’s not something our students pick up naturally in everyday conversations. In fact, if we heard them using math terms walking down the hallway, we'd probably take a quick double-take! Keep reading to learn more about the importance of teaching math vocabulary. 

"Tangled" Up in Vocabulary

How do you get students hooked on words? Act out the word? Show a picture? Play a video? Any way to have students experience a word beyond a simple definition can help them move the meaning of the word into memory.

Imagine the word "tangled." Think about what new meanings students may generate after watching this short video clip. Or think about how this movie clip may engage students differently.



Once students are hooked into the word, further learning and exploration can begin. We use an Academic Vocab Notebook for some of our students. The goal of our Academic Vocabulary Notebook is to get students to "own" the words. Use them! Play with them! Weave them into their writing.

For each story that students read from our reading series, we pick two words. Two words that are more like Tier 2 words. Words that have multiple meanings and can be used in different contexts. Click on the image above to see the template that is tweaked for each word.

To begin our word study, we talk about the pronunciation and different forms of the words. This is a great place to add any new forms that might be discovered later on. The goal is not to learn the word once, but to recycle and revisit the words often. It also is a place to discuss prefixes, suffixes, and roots. Moving along, we talk about synonyms, antonyms, and the definitions. Once again, students can revisit and add other words to their pages as they become more proficient in using the words. Rather than spending time looking up the definitions of these words up, students are given the information so they can begin to develop a foundational understanding of the words and add to their understanding through experiences.

As a class, discussion focuses on the part labeled, "In-class examples..." Students can work independently, then with a partner, and then as a class to build a broader sense of understanding of the word through multiple lenses. To continue to explore the word, the first question of the bottom three questions is used. Students work on it independently and then share their thoughts. Misconceptions can be clarified; and elaboration of understanding can be encouraged.  This concludes the guided portion of the Academic Notebook.

If you notice on the template, there are three stars. These are the sections that students complete independently throughout the week. The picture focuses on the visual understanding of the word. Students love to draw! Students are encouraged to look beyond the obvious. Then students move to the bottom two questions with stars. These are not intended to be rote recall. These questions are designed to require students to play with the words once again through multiple lenses and apply their understanding.

Graphic Organizers for Math Vocabulary

Graphic Organizers to Boost Vocabulary Understanding in the Math Classroom

Think graphic organizers are just for reading? They're actually perfect for building math vocabulary, too!! Math vocabulary can often feel abstract to students, but graphic organizers can help them visually connect definitions, visuals, and context for better understanding and retention of important words. Ready to give graphic organizers a try with your students? Try out these FREE printable graphic organizers for vocabulary. 

3 Graphic Organizers to Use in the Math Classroom

1. The Frayer Model

The Frayer Model is an effective tool to help students develop a deeper understanding of key math concepts. It can be modified to fit different readiness levels, making it versatile for differentiated instruction. Depending on the focus of learning, the descriptors in the Frayer Model can be changed. 

After students become familiar with the Frayer Model, give them a blank template to add more engagement. Let students choose the descriptors that will help them best understand new math vocabulary. This encourages independent thinking and helps students recognize what is best for them as learners. 

CLICK TO DOWNLOAD 10 FREE GRAPHIC ORGANIZERS

2. Concept Definition Map

A concept definition map guides students in understanding a math term through different lenses. By exploring a word through various perspectives such as "definition," "example," and "connections," students begin to build a more robust foundational understanding of the word. Students begin to see how words can be applied in different situations and make the words relevant to their experiences. 

CLICK TO DOWNLOAD 3 CONCEPT DEFINITION MAPS

3. Connect 2: Finding Relationships Between Terms

The Connect Two strategy asks students to find relationships and associations between two math vocabulary words. This goes beyond defining each term and pushes students to think about connected concepts. Take two words from the math word wall and see if students can look beyond the literal definitions of these words. For example, students might connect the words "fraction" and "decimal" by discussing how they both represent parts of a whole. 

For a challenge, why not have students try connecting three words? This can spark discussions about deeper connections and help students develop associations and see the interconnectedness of math vocabulary.

CLICK TO DOWNLOAD CONNECT 2 ORGANIZER

Words Walls: Visual Reinforcement of Math Vocabulary

Incorporating a math word wall in the classroom is another effective strategy for reinforcing math vocabulary. Word walls do not need to be static displays; they can be interactive and strategically organized to maximize student engagement and understanding. Displaying key terms, definitions, and visual aids reinforces the meaning, correct usage, and spelling of math vocabulary over time.

Math word walls can be a valuable reference tool that students can interact with and use as they build math vocabulary and strengthen conceptual connections. 

If you are looking for a resource with cards for a math word wall, click here: Math Vocabulary Cards.

Graphic Organizers: Tools for Understanding Vocabulary

Using a variety of graphic organizers can help students grasp a deeper understanding of math vocabulary. By sprinkling these ideas into your lessons, you provide students with tools to understand meanings, identify connections, and engage with vocabulary on a deeper level.

SAVE THIS POST FOR LATER:

Using a Word Bank to Foster Vocab Usage

The language of mathematics is important. With CCSS students are going to be expected to communicate precisely and accurately (Mathematical Practice 6: Attend to Precision). In addition, students are going to be expected to explore math concepts and use math vocabulary to explain  math processes (Mathematical Practice 3: Construct Viable Arguments and Critique the Reasoning of Others). Try adding a word bank to mathematical tasks to encourage the usage of specific math vocabulary. It is important that students have been explicitly taught the meanings and conceptual understandings behind the words before they are asked to use them. Repeated exposure and authentic usage can help math vocabulary to be meaningful, specific, and precise. See how the following activity was adapted using a word bank. Students are asked to use specific math vocabulary to defend their thinking. Click on the image to grab your copy.

Math Vocabulary: Graphic Organizers and Movement

Vocabulary in the math classroom can sometimes be challenging for students. The chart below shows how math vocabulary can be viewed through different lenses.

Math vocabulary can have multiple meanings. Think about the word gross. A math gross (noun) is very different than a gross (adjective) mess. Some vocabulary words are specific to math, so repeated exposure outside the math classroom might not happen often. Outside of the context of math, where have you seen the word algebra used? Whether through explicit or implicit instruction, students can benefit from vocabulary instruction that takes on multiple modalities.

When introducing math vocabulary, try using a graphic organizer. The Frayer model lends itself to differentiated math instruction and helps to represent words in more than one way. Click on the image to grab a copy. There are differentiated versions for the different learners in your classroom.

Learning can be enhanced by utilizing movement for instructional purposes. The movement increases sensory input to the brain. (Wolfe 2001) Try adding movement activities to teach and review math vocabulary. If you click the image below, you can find four ways to incorporate movement into the math classroom while teaching/reviewing vocabulary. These activities can be a "brain break" to get students up and moving while still learning! Use words that are part of your math word wall to review. 

Math Vocabulary Cards

Looking for math vocab cards. Check out the following link. Vocab cards are categorized by grades K-8. Visually appealing cards that can become part of a Math Word Wall.

Math Vocab Cards Grades K - 8

Using Word Clouds

One idea to think about is using word clouds like Wordle or Tagxedo to introduce content or for students to show research. This can hook students’ interest. Create a word cloud for an upcoming unit and show to students. Have them predict what the unit will be about. Take an upcoming unit’s vocabulary and have students complete a rate your knowledge sheet. Then create two word clouds to show students, those words students know…those words students don’t know as well. Remember when creating the word cloud to put the words in each time they appear so that those words that students are more unfamiliar with as a whole will appear larger. Show the word clouds again at the end of a unit to ensure students have learned the words they were unfamiliar with. Another idea is to use Wordle to help students monitor word choice. After students have created their document in Word, cut and paste the document in Wordle and create a cloud. Those words that are repeated most often will appear larger. Students can go back and do any necessary editing to overused words. Then students can re-create a word cloud to see how their editing paid off! Other ideas for word clouds?