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**What Fraction of a Rope is Another Rope?**

The segments in the applet below represent 4 different lengths of rope. Compare one rope to another, moving the rope by dragging the open circle at one endpoint. You can use the yellow pins to mark off lengths.

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**Application of Fractions to Solve Problems.**

One batch of an ice cream recipe uses 9 cups of milk. A chef makes different amounts of ice cream on different days. Here are the amounts of milk she used:

(1). Write a division equation for **Monday**.

Draw a tape diagram for Monday on the graph below.

(2). Write a division equation for **Tuesday**.

Draw a tape diagram for Monday on the graph below.

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**Application of Fractions to Solve Problems.**

One batch of an ice cream recipe uses 9 cups of milk. A chef makes different amounts of ice cream on different days. Here are the amounts of milk she used:

(1). Write a division equation for **Thursday**.

Draw a tape diagram for **Thursday** on the graph below.

(1). Write a division equation for **Friday**.

Draw a tape diagram for **Friday** on the graph below.

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A cat weighs kg. A puppy weighs 4 kg. For each question, write a multiplication equation and a division equation, decide whether the answer is greater than 1 or less than 1, and then find the answer.

(1). How many times as heavy as the puppy is the cat?

(2). How many times as heavy as the cat is the puppy?

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