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IM 6.4.9 Lesson: How Much in Each Group? (Part 2)

Decide whether each quotient is greater than 1 or less than 1.

Zaznacz odpowiedź tutaj
  • A
  • B
Sprawdź moją odpowiedź (3)

Zaznacz odpowiedź tutaj
  • A
  • B
Sprawdź moją odpowiedź (3)

Zaznacz odpowiedź tutaj
  • A
  • B
Sprawdź moją odpowiedź (3)

Zaznacz odpowiedź tutaj
  • A
  • B
Sprawdź moją odpowiedź (3)

After looking at these pictures, Lin says, “I see the fraction .” Jada says, “I see the fraction .” What quantities are Lin and Jada referring to?

Consider the problem: How many liters of water fit in the water dispenser? Write a multiplication equation and a division equation for the question.

Find the answer and explain your reasoning. If you get stuck, consider drawing a diagram.

Check your answer using the multiplication equation.

Write a multiplication equation and a division equation and draw a diagram to represent each situation. Then, find the answer and explain your reasoning.

Jada bought yards of fabric for $21. How much did each yard cost?

Draw a diagram to represent the situation.

Write a multiplication equation and a division equation. Then, find the answer and explain your reasoning.

kilogram of baking soda costs $2. How much does 1 kilogram of baking soda cost?

Draw a diagram to represent the situation.

Write a multiplication equation and a division equation. Then, find the answer and explain your reasoning.

Diego can fill bottles with 3 liters of water. How many liters of water fill 1 bottle?

Draw a diagram to represent the situation.

Write a multiplication equation and a division equation. Then, find the answer and explain your reasoning.

gallons of water fill of a bucket. How many gallons of water fill the entire bucket?

Draw a diagram to represent the situation.

The largest sandwich ever made weighed 5,440 pounds. If everyone on Earth shares the sandwich equally, how much would you get? What fraction of a regular sandwich does this represent?

Think of a situation with a question that can be represented by . Describe the situation and the question.

Trade descriptions with a partner.

  • Review each other’s description and discuss whether each question matches the equation.
  • Revise your description based on the feedback from your partner.

Find the answer to your question. Explain or show your reasoning. If you get stuck, consider drawing a diagram.