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Second Grade Math Kit

Find the activities below that correspond with the materials found in our Second Grade Math Kit. Please select the material before selecting the grade to make sure your search results only provide activities for the mats in your Second Grade Math Kit.

Race-to-Ten

Have a student start at zero and roll one die. They will take the number of steps on the die. The next student will start at zero and do the same. The first student to reach exactly ten wins. If the roll of the die yields a number that causes them to exceed ten, go back to zero.

Kindergarten

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Adding and Subtracting Numbers

Write addition and subtraction problems on index cards and have your students use the number line to help them solve the problems. If the math problem says 6+3, then they will stand on 6 and take 3 steps forward to 9! For subtraction problems, walk backward or count up. Make sure your students say the numbers out loud as they move on the mat.

Kindergarten

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One to One

Have students count the dots on each square aloud, making sure they are counting one dot for each number they say. When they have counted every dot on a square they jump up and shout the number!

PreK, Kindergarten

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Blast-Off!

Have your students pretend you are on a rocket ready for blast-off. Have one student start on the 10 and hop down the mat as the whole class counts down with them. “10, 9, 8, 7, …2, 1, blast-off!” Have your students jump up and clap while saying “blast-off!”

PreK, Kindergarten

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The Number Walk-Backwards

Counting backward is a prerequisite for subtraction. Encourage your student to start on ten and take steps to zero while saying the numbers!

PreK, Kindergarten

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The Number Walk

Have your student take the number walk from zero to ten. As the student steps on each number, encourage them to simultaneously say the number name. If the counting gets ahead of the number your student is stepping on, encourage your student to go back and start over. Stepping on the number and saying the number name simultaneously is evidence of a student’s understanding of one-to-one correspondence, essential to all mathematical processes. Be sure your student’s stepping is in sync with them saying the number!

PreK, Kindergarten

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Hidden Challenge

Cover up the words on the mat. Have students jump the mat naming the shapes. Then, cover the shapes and have students draw or match shape cards to the names.

PreK, Kindergarten

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Mystery Shapes

Describe a shape’s position on the mat and have students figure out which shape you are describing. For example, “This shape is below the star and above the oval.”

PreK, Kindergarten

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