Decide if each statement is true or false. Be prepared to explain your reasoning.

	Each person gets ________ pound(s) of blueberries.
	more than 1	exactly 1	less than 1
__________ people share 7 pounds of blueberries equally.
_________ people share __________ pounds of blueberries equally.
Three people share __________ pounds of blueberries equally.
__________ people share __________ pounds of blueberries equally.

1. Fill in the blanks to match the rules in the table.

2. How many pounds of blueberries does each person get when they get more than 1 pound?

3. How many pounds of blueberries does each person get when they get less than 1 pound of blueberries?

   (Pause your work after you answer the 2 questions.)

4. Work with your group to make a poster that explains or shows your thinking about the following questions.
   • What is true about all the pairs of numbers that are used when each person gets less than 1 pound of blueberries?
   • What is true about all the pairs of numbers that are used when each person gets more than 1 pound of blueberries?
   • What is true about all the pairs of numbers that are used when each person gets exactly pound of blueberries?

1. What numbers can replace the question marks in each equation? Explain your reasoning.

   (Pause for teacher directions.)

2. Work with your partner to explain why any division expression can be interpreted as a fraction. You can use diagrams, expressions, equations, and words.