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Anyone who has lived with or interacted with teenagers for more than five minutes has likely heard them decry the injustice of one situation or another. Sometimes, their perspective is self-centered: “It’s not fair that I should have to do all of this homework.” Other times, they are making sense of the world around them, forming opinions on climate change, redlining, gerrymandering, or the school-to-prison pipeline. If you have had the privilege of spending time in math classrooms with teenagers, you’ve also probably heard them question the utility of their academic work, especially their math work. “When will I ever use this in my life?”
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Parents as advocates. Parents as allies. Parents as collaborators. Parents as their children’s first teacher and “top educator,” with the home as the “premiere” classroom. Make no mistake, teachers: Parents play an invaluable role in the lives of their children as learners. Parents’ close-up view of how their children learn is an essential piece of the metaphorical puzzle that gives a fuller picture of their children’s abilities when matched with the puzzle piece held by teachers. Undoubtedly, parents begin gathering information about their child during the formative years and that wealth of information continues to grow throughout their child’s journey at home and in school.
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Word problems can be confusing. Period. They can be set in an unfamiliar context. They can include superfluous information. They can contain ambiguous language. They can be written to trick or confuse. They can be overly complex. Here’s an example that meets a few of these criteria:

The pet store sells crickets for lizards. They charge $3.65 per two-dozen crickets, but right now they are offering a 15% discount on any purchase over $40. What will be the total cost for 276 crickets if there is a 6% sales tax?

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The Math for All team has been reading Carol Ann Tomlinson’s Everybody’s Classroom for the past few months. There are many connections between Tomlinson’s work and our work in Math for All, as well as some key takeaways that deepen our understanding of making math accessible to all students. In this blog post, we explore what honoring diversity means to us and, building on Tomlinson’s work, take a deep dive into a flexible mathematics classroom environment that can enhance our ability to honor students’ diversity as learners.
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Teachers look at student work often and for many purposes. Many look individually, as a way to better understand student thinking and to inform instructional choices. Other times, looking at student work may be collaborative, such as when co-teaching, during a professional learning meeting, or as part of an instructional, curricular, or school reform decision-making process. These types of collaboration often take place after student work is completed and when students are not present. The Math for All approach combines aspects of both individual and collaborative ways of looking at student work by including planning and debriefing with colleagues and an emphasis on an observation process for looking at a student at work—attending carefully in real time to one student and their ways of learning.
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Recently, I’ve been reading a bit about AI—artificial intelligence—the technology that is supposed to change the world as we know it, including the world of teaching. The changes are anticipated to be so momentous that the President issued an executive order to make sure that the development of AI is “safe, secure, and trustworthy.” In the world of education, students are already using AI to do their homework. After all, it can write papers, analyze texts, and solve problems. Some even say that AI might eventually make teachers obsolete. That certainly hasn’t happened yet, and while AI tools can help students cheat, they also have the potential to help them learn and help their teachers develop better lessons that deepen learning.
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How often do we ask students to show their mathematical thinking or explain an answer using words, pictures, or diagrams? If you’re like most of us, the answer to that question is probably “Very often”! But what does it mean to express mathematical ideas and processes through these modalities? What is our expectation that students’ work contains language that connects to diagrams and pictures? Are representations of thinking created after a solution is found, or are pictures, diagrams, and language part of developing a solution? To explore these questions, let’s first take a close look at four mathematical tasks, each requiring increasingly complex conceptual understandings, and the visual representations and language that can support understanding these tasks.
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October is designated as Celebrate the Bilingual Child Month, and we take this opportunity to recognize and celebrate all the strengths that multilingual children bring to the classroom and to highlight some practices that can support these students in math. In the United States, about 10% of school children are English Learners (ELs). It’s important to note that EL refers to students who are in the process of gaining English proficiency but does not include the millions of students who are bilingual or multilingual and have gained English proficiency, having formerly been classified as ELs. ELs are a diverse group of students, representing many different school experiences, languages, academic strengths, cultural norms, and more. In this blog, I will refer to multilingual learners in recognition of the many students who speak two or more languages and who may be current or former ELs.
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While playing Monopoly with my 5-year-old, I gave him a $100 bill to pay $12 in rent. He wasn’t exactly happy, but he figured out that he owed me $88 and then figured out how to make that amount with the available bills. Several years later, while walking through the forest, my 7-year-old daughter looked down at her feet and said, “I wonder how many steps I’ve taken in my life.” After a few silent shouts of joy upon hearing her curiosity, I replied, “What a great question. How would you figure that out?” Fast forward to a few days ago, my 10-year-old son was grocery shopping with me. “Can we buy this bag of pistachios?” “We don’t need pistachios,” was my reply. “Ple-e-e-ease?” accompanied by puppy dog eyes. “Okay, but get the small bag.” “The big bag is a better buy,” he replied, “because, look, this one is 8 ounces for $6, but the bigger one is twice as big for only $9, which is less than twice the price.” We went home with a big bag of pistachios.
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With the abundance and depth of knowledge gaps created over the pandemic years, many educators are turning to new curricular resources to help meet students’ diverse needs. However, there is much to consider before choosing a resource. Per the company Education Elements, “Curriculum selection is no longer about textbook adoptions that happen every few years. Districts today are developing a strategy for instructional materials adoption and selection that takes into account district goals, pedagogical shifts, cultural relevance, and student-centered environments.” But before jumping into something new, let’s take a step back, and consider these four steps to help guide our curriculum decisions, focusing on mathematics resources.
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