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Welcome back to another episode of From Classroom to Home.
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I'm Liz Beth Stone.
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Can playing a game strengthen your child's math skills?
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In today's episode, we're taking a closer look at what children are actually learning when they play a math game, how games are being used to teach math in kindergarten first and second grade classrooms, and we'll share some easy and fun games that you can play at home to support your child's math learning.
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I'm so glad you're here.
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Let's get started.
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Christine, I'm so looking forward to our discussion today.
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Can you start by telling us a little bit about yourself?
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Of course.
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I'm excited and grateful to be here.
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My name is Christine Chapby.
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I am an educator.
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I've been an educator for 26 years.
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I've worked in the classroom.
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I've been a school-based math coach.
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I have worked in central office and supported a county of schools as the elementary math specialist.
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So I've lived a number of different lives within education.
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I also am a parent and I'm married to a math coach.
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So math dominates a lot of the conversation that we have at home in all the best ways.
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I love that.
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So I just want to jump right into something I think parents may be curious about.
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What makes games such a powerful way for children to learn math?
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We play games at school for a lot of the same reasons that families play games at home.
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They're fun.
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They help make connections, they help students connect with their peers.
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They also build a lot of oral language and discourse for students.
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And they help to deepen the content, but in a fun way.
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So do games help children build confidence in math?
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Absolutely.
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We use games often in the math classroom from kindergarten all the way up through fifth grade.
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They help students, again, as you said, build confidence.
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They help deepen content knowledge so that students have a better foundation to be able to participate in other areas of the math block.
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They make students feel good about the math that they're working on.
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Can you tell a little bit more what you mean about the deepen the foundation for math learning?
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Absolutely.
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Our students engage in, especially in kindergarten through grade two, they engage in these really foundational numeracy ideas that help set the stage for the work that comes later.
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So our students learn about the importance of five and ten and the combinations that make five and ten.
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And all of that builds into the base 10 system that we use for place value, moving beyond that.
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So the games and the work that happens in kindergarten through second grade help build those essential foundational ideas that will then be applied to much more rigorous content later.
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Are there additional skills that children are developing when they play math games?
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In addition to deepening the content, of course, they build some of those soft skills that they need to be communicators, to be balanced thinkers.
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So they're learning things like perseverance.
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They're learning things like how do I take turns with a friend?
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And how do I maybe resolve conflict or navigate a sticky situation when it arises?
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If you were to walk into a kindergarten, first or second grade classroom during math time, what role is game playing taking place on a given day?
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So picturing a kindergarten classroom, teacher might be working with a handful of students around a targeted skill.
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Other students are on the carpet, at tables, kind of working in different spaces around the room playing games with one another.
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There also might be some things happening independently.
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Teachers tend to use a hybrid of games that students play on their own.
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It is actually the bulk of what happens during the block.
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It enables the teacher to be able to work with a targeted group of students and ensure that other students are engaging in an activity that reinforces content.
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Is there any difference between what's happening in the math classroom from the kindergarten example that you shared and then first and second grade?
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Is it still very similar in terms of math game playing?
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All of our classrooms engage in game playing during the math block, really from kindergarten all the way through the end of elementary school.
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The games might be shorter.
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There might be more options in kindergarten.
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There might be less less recording.
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First and second grade might introduce a recording sheet.
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So if I'm playing a subtraction game, maybe I'm also writing the subtraction equations.
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But the idea of game playing, the purpose, the intention of game playing, that happens in kindergarten first and second.
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The rigor of the game might change or the goal of the game might change.
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But the the idea of students engaging in play during the math classroom is typical throughout.
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What is the teacher's role during that game playing?
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Teachers often are taking anecdotal notes, some record keeping that they're doing around what they observe as students play.
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What language are students using?
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Are they using the language appropriately?
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Are they demonstrating mastery of that content?
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And then again, from the soft skill side, is that a good pair of students, or do we need to reconfigure pairings?
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So it tends to be a lot of that kind of anecdotal note-taking that then informs small groups or future instructional decisions.
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So game playing provides an additional set of eyes on sort of a lot of different skills that the teacher might not necessarily get when they're teaching a lesson, that they're learning additional things that they might not already.
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Am I getting that right?
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Absolutely.
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If the teacher is delivering content, she's not necessarily able to hear what every student's thinking at any given time.
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So when she's watching two students play a game, let's say, and really listening to their kind of dialogue back and forth, that provides some invaluable information.
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Perhaps she's watching two students play and one student's doing all the talking.
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There's some information right there.
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So all of that is kind of fueling that toolkit of a teacher and informing their next steps about instruction.
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So, how do teachers know whether a game is helping children learn what they intended?
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They're gathering data and evidence all the time.
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When they're working with a teacher or at the end of the math block, there might be an opportunity for a student to engage in what we often refer to as an exit ticket.
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How did that day go?
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Are you kind of ready to exit?
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Do you understand that content?
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So it's a way to demonstrate do you have mastery of what you were just doing?
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And what might that look like if now you're trying it on your own?
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So that exit ticket sounds like that's a really good check to see, huh?
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This game that they've been spending some time with really did a great job.
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They really understand this concept now, or hmm, I don't know, maybe they just need some more time, or maybe at least for this child, that's not the best game.
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Absolutely.
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You know, the goal of all of this work is always to translate into student understanding.
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Did that game work?
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Did that activity work?
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Did that lesson work?
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What understanding are students demonstrating based on what they've done?
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Can you share some math games parents could play at home?
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There's lots that families can be doing at home to support the work that happens in school.
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One of the, to me, easiest or most accessible say activities is really counting.
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Counting in the car, counting driving to the store, counting at the dinner table, counting forward, counting backward.
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The work of counting supports addition, subtraction, and later multiplication and division.
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So students can really never count enough.
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So maybe around the dinner table, we're all going around and counting.
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Would you say that's true even for second graders that you'd want them to be counting?
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Absolutely.
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Our second graders can engage in skip counting, count by twos, count by fives, count by tens, count by twos, but start at 31.
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Count by fives, backwards, start at 95.
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So all of those flexible ways of counting support so much of the work that happens again in second grade and beyond.
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Skip counting in second grade becomes multiplication in third grade.
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Skip counting backwards in second grade becomes division.
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So the more familiarity that students have with the patterns of numbers, the better.
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Any other ideas for parents?
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Our kindergartners are really learning about the importance of five.
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So an easy activity is show me two on your fingers.
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Show me four on your fingers.
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Show me four on two hands.
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Show me four in a different way on two hands.
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So building that flexibility and then the follow-up question goes with two to make five.
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And then in first grade, what goes with seven to make ten?
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Show me seven.
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Show me seven a different way.
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What goes with seven to make ten?
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The solidification of five and ten support students as they start to operate in our base ten world.
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So that kind of easy show me, we call them finger flashers, flash at me two, flash at me four, flashing in a different way.
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Again, helps to build flexibility and deepen those combinations of numbers.
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And what about for second graders?
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How would you scale that up for them?
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You could engage in that same work, but within 20, a little harder with hands, you'd have to find a friend.
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But starting to solidify some of those addition and subtraction combinations that make 20, what goes with 13 to make 20?
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The more facile that students are with those combinations, the better.
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Any other tips for games?
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Maybe when you're in the car or you're waiting in line.
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So a lot of the games we've been talking about are really around number and number sense.
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And our students, as early as kindergarten, be are starting to access those geometry concepts as well.
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So look out the window.
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Find me some squares.
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Where do you see a rectangle?
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Where might triangles be?
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Starts to build this idea that math is all around us as well.
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It's not just something that you do for an hour in your first grade classroom, but actually it's it's everywhere.
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So when I stop at a stop sign, I'm seeing an octagon.
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When I look at my house, I might see, you know, square windows or a rectangular door.
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So as you're driving, what shapes do you see?
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Who can find the most squares by the time we get to the grocery store?
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I think we're always thinking about numbers, but there's a lot more to math than just numbers.
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Problem solving is a huge part of math.
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What types of games or conversation could parents be having that are that feel like a game that could be very beneficial?
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The prompt is is making me think about story problem work that we do in first and second grade.
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So I have four cookies, I give some to my brother.
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Now I have one.
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How many cookies did I give my brother?
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What might be some story problems that you can create?
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And not just those joining problems.
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I have four, you have six, how many all together?
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But I have four, you have some.
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Together we have 10.
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How many do you have?
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Doing some of that work and encouraging students to kind of start to build that, build that movie in your mind.
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What's happening?
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How are you visualizing the action in the problem?
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And I can easily be extended to second.
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I have 12, so-and-so gives me some more.
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Now I have 22.
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How many did they give me?
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Even when students get into second grade, you can still use smaller numbers and kind of some more rigorous problems.
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I have some cookies.
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My sister gives me seven.
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Now I have 12.
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How many did I start with?
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So there are ways to kind of make it a little bit more rigorous without, you know, having to tackle two digit by two digit addition or subtraction.
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But encouraging kids to begin to think about what's the action in this problem?
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What's happening?
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If someone's giving me something, do I have more or less?
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If I'm taking some away, what operation is that?
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What am I going to think about in my head?
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That supports, again, the work that students do in K2 and beyond.
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There's a lot of games out there that are marked as educational.
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How do parents know whether a game they might purchase or see online and want their child to play?
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How do they know if that's a good learning game?
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Anytime you are engaging with your child, playing a game, you're talking to one another, you're maybe resolving conflict, you're dealing with one person winning and one person not winning.
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So there really isn't a bad game necessarily.
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I would like word of caution sometimes when some when games have that kind of STEM title on it, it might not be as directly correlated.
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And again, playing a game with your child is never a bad thing.
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Will it address every first grade standard?
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Maybe not, but it it's always a nice activity to engage in to build again all of those other soft skills as well.
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If a child is reluctant to play math games or gets frustrated when they lose, how can parents respond in a way that keeps the experience positive?
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I think setting expectations from the start.
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Somebody might win, somebody might lose, you know, kind of kind of front loading a little bit of that ahead of time.
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And what might happen if you lose?
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You know, how might you feel?
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Or what are we going to do?
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What are some things we're going to remember as we're playing?
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We can play again tomorrow.
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We can stop the game.
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Somebody's getting really frustrated.
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The goal, really, in elementary math, really in kindergarten, first and second, is to build some joy and wonder and excitement around mathematics.
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So, Christine, what is one thing you hope parents take away from our conversation today?
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Math is fun.
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Math is exciting.
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Math is everywhere.
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Math's in the classroom and in our world.
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And there's a real power to play.
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When our students play math games, yes, again, they're learning those soft skills around communication and problem solving, and they're deepening their math knowledge.
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They're learning math vocabulary that then they'll use elsewhere.
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So games are a really critical way that students make sense of the math they're learning.
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Christine, thank you so much for sharing all of these ideas with us.
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It's been wonderful having you on the show.
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My pleasure.
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Thank you.
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We hope that today's conversation helped you feel a little more connected to what's happening in your child's classroom and the important role you play at home.
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If you're looking for simple and fun ways to support your child's reading and math skills at home, visit our website, slamhomelearning.org, for free games, activities, and videos.
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If you found today's episode helpful, I'd appreciate your support by subscribing, reviewing, and sharing the show with someone you know.
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Until next time.