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201: Why Word Problems Feel Hard Even When Students Know the Math

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Many teachers have experienced this exact moment. Students can add, subtract, and multiply during a lesson, but the moment they see a word problem, everything seems to unravel. In this episode, we explore why word problems in math often feel so challenging—even when students clearly know the computation.

One of the biggest shifts in teaching math word problems is understanding the difference between knowing procedures and making sense of a situation. Students may remember steps or operations, yet still struggle to interpret relationships between quantities in a story problem. This section reframes word problems as opportunities to reveal student thinking, not simply test whether they can follow a formula. 

🎧 Listen, Reflect, and Take the Next Step

If this conversation resonated with you, the full episode dives deeper into why word problems in math can reveal powerful insights about student thinking.

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201: Why Word Problems Feel Hard Even When Students Know the Math

Math Chat

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Math Chat201: Why Word Problems Feel Hard Even When Students Know the Math. Machine-transcribed; use the interactive transcript above to jump the player to any line.

Hey, teacher friends. Welcome back to Math Chat. Mona here and today we're talking about something that almost every elementary teacher has experienced. Your students are doing fine during the lesson. They can add, subtract, whatever you're doing. You give them a page of computation in the workbook and things look okay. Then you have them flip the page to do a word problem. And suddenly everything falls apart. Students freeze, they guess, they grab the numbers and add them together and hope something works. And you're still sitting there thinking, wait, I literally just did this. So what's going on? Is it the reading? Is it attention? Is it effort? Is it the wording of the problem? Or quietly in the back of your mind, you might even be wondering, is it me? If that thought has ever crossed your mind, I want you to hear this right away. When students struggle with word problems, it's rarely because they don't know the math. And that realization can completely

shift how we approach word problems. Welcome to Math Chat podcast where we turn problem solving into the best part of math class. I'm Mona Eel, a math coach, educator and creator of word problem workshop here to help you build a student centered math classroom where kids grapple, discuss, and think like mathematicians. Each week we are going to break down the what, the why, and the how so that you can take action right now. Try out this week's ideas and then come back next Monday ready for more. Let's get to it, shall we? Knowing math versus sense making of math. One of the biggest shifts that we have to make as teachers is understanding the difference between those two things. Knowing math and making sense of math. Students can learn procedures, they can memorize steps, and they can get pretty efficient at applying those operations. But word problems ask

something different. Word problems ask students to make sense of a situation. They have to think about what's happening in the story. They have to notice the relationships between the quantities. And they have to decide what strategy might make sense. That is completely different. That type of thinking is way more complex than simply applying a procedure. In fact, here's a line I want you to hold on to. Word problems don't introduce new math. They reveal how students are thinking about the math they already know. And that's why word problems can feel so revealing. Because worksheets can hide gaps in students understanding. But word problems exposes them. Not in a bad way, but just in an honest way so we can know what our students understand.

So you might be asking yourself, well, why do word problems feel so hard? You probably already have some ideas of why. When students open a word problem and hesitate, a few things are usually happening. Sometimes they aren't sure what actually matters in the situation. Sometimes they see numbers, but they don't see the relationship between the numbers within the context of the problem. And sometimes they're just unsure on which strategy to even try and use. And sometimes they're simply used to being told what to do. So because for years in school math, students are often trained to just follow the instructions, right? Add here, subtract here, use this method, it's better. But word problems can flip that script and now the student has to decide. And decision-making is cognitively demanding. So when students feel uncomfortable with word problems, it doesn't necessarily mean something's wrong. In fact, we feel so strongly about helping our students with

word problems and avoiding struggle that we provide so many supports with word problems. Maybe there's already a diagram drawn for students to just fill in the numbers. Or there's a line for the answers that has the units written down. Sometimes when students have to struggle to figure out what's going on, that is actually when new learning is happening. It means they're actually thinking. And isn't that what we want in our classrooms? Because here's the thing, this isn't a student problem or even a teacher failure. This is where I think most teachers need reassurance. So hear me, girl. Hear me, friend. Hear me, guy. Because when word problems don't go well, teachers tend to blame themselves. And we think, oh, maybe I didn't explain it clearly enough. Maybe I didn't model enough. Maybe they're missing a prerequisite skill. And although those things might be true, the truth is that many of us were never taught to

teach math in a way that invokes students thinking, that inspires students to bring what they know and can do to a problem. We were taught to show procedures. We were taught to walk students through the steps. We were taught to get students to an answer. Teaching students to think and reason and make sense of situations is completely different. It's a different kind of teaching. It requires listening and patience. It requires letting students try ideas that might not work the first time. Okay, I'm just pausing there to say, so if word problems sometimes feel harder to teach, that doesn't mean you're doing it wrong. It often means that you're teaching for understanding. And that kind of teaching takes practice. I also just want to say we have to let go of perfect lessons. Another shift that has helped me tremendously is letting go of the idea that a lesson has to be perfect. When you're teaching for thinking and understanding, lessons are naturally a little

messier. Students are trying out different strategies. And I know that's messy on the paper. They might say things that surprise you. They might be completely off track. Sometimes the discussions go somewhere that you didn't expect. And honestly, that uncertainty is part of responsive teaching. It means we're listening. It means we're adjusting. It means the classroom is centered on student thinking. But teachers often feel like they have to have everything figured out ahead of time. And the truth is, confidence in this kind of teaching doesn't come from perfection. It grows through reflection and support. Trying something. Trying and thinking about what happened, talking with other educators, and then trying again, that's how this work gets easier in community. So here's what I want you to hold on to. Even when word problems feel hard.

If word problems have been frustrating you in your classroom, I want you to leave with a few things to just remember, okay? It's okay if students don't know immediately. The goal isn't speed, the goal isn't neatness. The goal isn't getting through the pages in the workbook. The goal is sense-making. Listening matters way more than correcting. It's not your job to correct them. Thinking matters more than finishing. Ooh, that one's hard, isn't it? An understanding grows over time. I know you know that one. But sometimes at the end of the lesson, when not everyone has mastered it, it's hard for us to embrace that. But understanding grows little by little over time. Word problems aren't something we just have to get through. There's something that we can use to help students think and develop as mathematicians. And that shift in using word problems to teach math

can completely change your math block. Now, if this conversation has been resonating with you, it's probably because this work asks us to teach differently than we were taught, right? And that pushes you. And that kind of shift is hard to do alone. But it's actually exactly why I created word problem workshop in book form. Because I wanted every teacher to have the manual to do this daily routine in their classroom. But here's what I also know about teachers. We want to take a immediate action. And reading a book takes time. So here's what I did. I put all of the book contents into an online teacher training. And right now, it's on a pretty crazy sale. It's normally $137. But it's $60 off right now. And it's only $77 until Thursday at noon. Inside the training, I walk you through the structures that actually help students start solving word problems

to stay with that word problem and grapple with it. And then get to the best part, which is explaining their thinking. So if word problems have been that thing for you in your math block that just feels frustrating, this is the training that will really give you the clear starting point. And you can grab it at monamath.com slash WPW teacher. And I'm going to leave you with one question to think about the next time a word problem feels hard for your students. What might it be showing you about their thinking? Rather than what they're missing. Thanks so much for spending a little bit of your time with me today. I'll see you next week on Math Chat. And if you are thinking about word problem workshop, now is the time to join. See you inside.

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