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This game is played by the teacher calling out a number to go in a place value and students holding cards create the number. Could be played in teams. 2.NBT.1 Understand that the three digits of a three-digit number represent amounts of hundreds, tens, and ones; e.g., 706 equals 7 hundreds, 0 tens, and 6 ones. Sticky Note: This could be used at higher levels by changing how you as the teacher call out the numbers to go in the place values...using fact questions to get the answer.

Identify the digits students will use by handing demo digit cards to selected students (e.g. 3, 5, 8). Students at desks should take these same digits from their card decks. Give directions for students to form a number to meet specific criteria. Students in front rearrange themselves to build a number. Students at desks arrange digit cards to build a number to satisfy the conditions. Build the largest number you can. Build the smallest number you can. Build a number less than 800. Build a number greater than 800. Build a number that is between 300 and 500. Build a different number that is between 300 and 500. Repeat with different digits and different directions. 2.NBT.3 Read and write numbers to 1000 using base-ten numerals, number names, and expanded form. Sticky Note: This could be enriched by having students call out directions and do as group table activities as a review game before a test

2.NBT.1 Understand that the three digits of a three-digit number represent amounts of hundreds, tens, and ones; e.g., 706 equals 7 hundreds, 0 tens, and 6 ones. Sticky Note: This would be easy to manipulate as a game for higher grades by adding operational thinking problems to come up with the numbers for the place values.

In this activity students will practice multiplying decimals.  Students will cut out dominoes and use each domino to create a decimal number  (ie 2 dots on one side and three on the other equals 2.3 or 3.2).  Next students will draw another domino and multiply the two numbers.

In this game 2-3 players will work to find place value and sum using dice.

I would modify this idea to include nickels and quarters also.  The students add one penny for each day.  When ten pennies accumulate, a dime is substituted.  Perhaps they add a nickel for each rainy day until five nickels accumulate (and a quarter is substituted.)  We would skip count by fives and tens (depending on what we have on our piggy) until we can total our amount.  Each day we will accumulate more of each.

CCS: 2.NBT.5 Great game for reviewing and practicing addition skills, but incorporates some reasoning and logical thinking skills as well.

Students fill the empty boxes of a hopscotch game by continuing the number patterns given. The teacher can start by filling in the first four boxes, and asking the students to decide which numbers would come after the ones provided.

Students work in pairs, battling against one another for this card game. Each person turns over one card at a time. Red cards represent negative numbers, and black cards represent positive numbers. The person with the highest valued card is the winner for that round. The student that accumulates the most cards (when each player is out of cards) is the winner!

This activity allows students to practice identifying multiplication facts with flashcards without the boring "drill and kill" method.

Students take turns rolling a die. Each student starts with a score of 0. After each roll of the die, the students add the number rolled to the previous number, keeping a running total. The play continues for 8 rounds. The player with the score closest to 30, without going over, wins!

This is a fun activity in which students must understand place value to the hundred millions.  In this activity students hide their recording sheets and draw a number.  The student who draws a number must announce which place value he or she put that digit.  Then, the other partner must copy that down.  Each partner alternates the plays until they have filled in each place value.  At the end, the teams must see if their numbers match and they will score accordingly. This game forces both partners to be working at all times so not just one person is doing all the work!

Students are put into pairs. One of the students has a calculator the other has a pencil and paper. They race to figure out the answer first using either a calculator or pencil and paper.

A game to practice place value and greater/less than.

Cube Toss Money: Students roll a 6-sided cube with coin stickers on each side. They must identify the coin and give its value, then record the toss on a sheet.