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The question asks how many yards of ribbon Lynn bought if she paid $12.21 and the cost per yard is $1.48. 

To solve this, we divide the total cost by the price per yard:

\[
\text{Yards of ribbon} = \frac{12.21}{1.48}
\]

Let me calculate that.Lynn bought **8.25 yards** of ribbon. 

This corresponds to option **D** in the multiple-choice options.

Would you like more details or have any questions? 

Here are 5 related questions for practice:
1. If Lynn bought 15 yards, how much would she have paid?
2. If the price per yard increased to $1.75, how many yards would she get for $12.21?
3. What if Lynn had $20 to spend, how many yards could she buy at $1.48 per yard?
4. How would the total cost change if Lynn bought 10 yards at the same rate?
5. If the ribbon store offered a 10% discount on the price per yard, how many yards could she buy for $12.21?

**Tip:** Always ensure you divide total costs by the unit price to calculate quantity when needed!

Lynn paid $12.21 for ribbon. The cost per yard was $1.48. How many yards of ribbon did Lynn buy?

Solve a real-world math problem where Lynn buys ribbon for $12.21, with the cost per yard being $1.48. This example involves calculating the total quantity of ribbon in yards using division. Suitable for students in Grade 6-8.

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