Pizza, Move, Solve It Game

Materials
- Large printed or drawn pizza visuals (paper plates, laminated templates, or posters)
- Fraction labels (e.g., 1/2, 1/3, 1/4, etc.)
- Station signs (Station 1, Station 2, etc.)
- Whiteboards, markers, or scrap paper for student work
- Tape or cones to mark station areas in the classroom
- A âPizza Question Cardâ set for each station
Lesson
- Introduction
- After slideshow/lesson on fractions.
- Explain that each station will present a âpizza-sharingâ problem, and students will solve âHow much pizza now?â
- Students will move in small groups from station to station.
- Game Play
- Divide students into groups of 3â4.
- Assign each group to start at a different station-space them out.
- After 2 minutes at a station, rotate groups clockwise to the next one.
- Students write their answers on individual boards/papers or as a group.
- End Of Activity
- Gather as a class to discuss answers.
Station Setups
Station 1: Half a Pizza
- Visual: Circle (pizza) cut into 2 equal parts.
- Question Card: âYou had 1 pizza. Half was eaten. How much pizza is left?â
- Expected Answer: 1/2 pizza.
Station 2: Sharing with Friends
- Visual: Circle pizza cut into 4 pieces.
- Question Card: âYou and 3 friends share 1 pizza equally. How much pizza does each person get?â
- Expected Answer: 1/4 pizza each.
Station 3: Adding Slices
- Visual: Circle pizza with 8 slices.
- Question Card: âYou ate 3/8 of a pizza at lunch and 2/8 more at dinner. How much pizza did you eat altogether?â
- Expected Answer: 5/8 pizza.
Station 4: Leftover Pizza
- Visual: Circle pizza with 6 slices.
- Question Card: âFrom a 6-slice pizza, 2 slices are gone. How much pizza is left? Simplify if neededâ
- Expected Answer: 4/6 or simplified to 2/3 pizza.
Station 5: Comparing Pizzas
- Visual: Two pizzas â one cut into 2 slices, one cut into 4 slices.
- Question Card: âWhich is more: 1/2 of a pizza or 2/4 of a pizza?â
- Expected Answer: They are equal.
Station 6: Two Pizzas
- Visual: 2 whole pizzas.
- Question Card: âYou had 2 pizzas cut into 8 pieces. One whole pizza was eaten, and 3 pieces of the other was eaten. How much pizza was eaten?â Is there another way to say your answer? Answer in simplified terms
- Expected Answer: 1 pizza and 3/8 or 11/8
Station 1: Half a Pizza
A pizza divided in half: âYou had 1 pizza. Half was eaten. How much pizza is left?â

Station 2: Sharing with Friends
A pizza is divided into 4 pieces. âYou and 3 friends share 1 pizza equally. How much pizza does each person get?â

Station 3: Adding Slices
A pizza is divided into 8 slices. âYou ate 3/8 of a pizza at lunch and 2/8 more at dinner. How much pizza did you eat altogether?â

Station 4: Left Over Pizza
A pizza divided into 6 slices. âFrom a 6-slice pizza, 2 slices are gone. How much pizza is left? Simplify if neededâ

Station 5: Comparing Pizzas
âWhich is more: 1/2 of a pizza or 2/4 of a pizza?â Explain

Station 6- Two Pizzas
âYou have 2 pizzas, each cut into 8 pieces. One whole pizza was eaten, and 3 pieces of the other was eaten. How much pizza was eaten?â

   The Pythagorean Path

Objective of the Game:
Be the first player to correctly find the missing side of a right triangle enough times to reach the finish line on the game board. Work in pairs.
Materials:
- 3 dice per group (two white, one colored)
- Game board
- Laminated Triangle Card
- Dry Erase pens
- Calculator (optional for checking)
- A âPythagorean Cardâ
a² + b² = c²
How to Play:
- Roll the Dice
- Roll three dice.
- The two white dice represent the legs of a right triangle (a and b).
- The colored die determines what you must solve for:
- 1â3 â Solve for c (the hypotenuse)
- 4â6 â Solve for a or b (a leg)
- Roll three dice.
- Set Up the Triangle (laminated triangle- that way you can use dry erase to write on the paper)
- Example: You roll 3, 4, and 2.
- a = 3, b = 4, colored die = 2 â Solve for c.
- c² = 3² + 4² â c² = 9 + 16 â c = 5
- Example: You roll 3, 4, and 2.
- Check the Answer
- Players calculate and announce their answer.
- If correct, they move forward 1 space earning 1 point.
- If incorrect, they stay where they are.
- Bonus Roll
- If you roll a perfect Pythagorean triple (like 3, 4, 5 or 5, 12, 13), you get a bonus roll!
- If you roll a perfect Pythagorean triple (like 3, 4, 5 or 5, 12, 13), you get a bonus roll!
- Winning the Game
- First player to reach the finish line wins!
Pythagorean Theorem Card
