Why do so many children feel like math is a chore? I believe that it’s not the math that turns kids off. It’s the way mathematics is taught. Standardized instruction and memorization of details, which moves at a plodding pace, leave some students bored and many frustrated.

We know a lot about how children learn mathematics, but rarely use that information to inform our teaching. Here are some ways to teach math that reflects the research on how children learn mathematics:

• By confronting tasks and problems that offer a variety of solution strategies

• By engaging in meaningful conversation with partners and small groups about the tasks and problems: describing, explaining, deciding, and considering

• By encountering the mathematics in familiar, real-life situations, stories, songs, and **games**

I’ve been teaching math to children for many years, and I’ve found that math games are, from a teacher’s point of view, wonderfully useful. Math games put children in exactly the right frame of mind for learning. Children are normally very eager to play games. They relax when they play, and they concentrate. They don’t mind repeating certain facts or procedures over and over.

Children throw themselves into playing games the way they never throw themselves into filling out workbook pages or dittos. And games can, if you select the right ones, help children learn almost everything they need to master in elementary math. Good, child-centered games are designed to take the boredom and frustration out of the repetitive practice necessary for children to master important math skills and concepts.

Playing math games is even more beneficial than spending the same amount of time drilling basic facts using flash cards. Not only are games a lot more fun, but the potential for learning and reasoning about mathematics is much greater, as well. Games require a variety of problem-solving skills, such as making and testing hypotheses, creating strategies (thinking and planning ahead), and organizing information. Plus, as children play, they further their development of hand-eye coordination, concentration levels, visual discrimination, memory, and their ability to communicate and use mathematical language.

Research has demonstrated that students learn more if they are actively engaged with the math they are studying. Constance Kamii, a world renowned expert on how children learn math puts it this way, “Children who are mentally active develop faster than those who are passive.”

Active learning is, in short, anything that students do in a classroom other than merely listen to a teacher’s lecture. There are several ways of doing this. Playing math games is a particularly useful one.

Math games:

• provoke students into discussing, explaining, and thinking

• challenge and interest students

• get students actively involved in their learning

• result in learning

• provide some immediate assessment

In the process of playing the game, students may develop initiative, interest, curiosity, resourcefulness, independence, and responsibility. Would that happen with a ditto or workbook page?

Teaching methods that stress rote memorization of basic number facts or algorithmic procedures are usually boring and do not require learners to participate actively in thought and reflection.

**Games teach or reinforce many of the skills that a formal curriculum teaches, plus a skill that formal learning sometimes, mistakenly, leaves out – the skill of ****having fun with math, of thinking hard and enjoying it**.