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Let's go through the math problems shown in the image:

### Information Provided:
- Individual pot pies serve 1 person and are sold for **$6.79** each.
- Family-size pot pies serve 6 people and are sold for **$26.99** each.
- The expression **6.79a + 26.99b** represents the total sales in dollars, where:
  - **a** is the number of individual pot pies sold in a day.
  - **b** is the number of family-size pot pies sold in a day.

### Questions:

1. **What part of the expression represents the number of sales of individual pot pies in one day? What part of the expression represents the number of sales of family-size pot pies in one day?**

   - **Individual pot pies:** The term **6.79a** represents the total sales from individual pot pies, where **a** is the number of individual pot pies sold.
   - **Family-size pot pies:** The term **26.99b** represents the total sales from family-size pot pies, where **b** is the number of family-size pot pies sold.

2. **What part of the expression represents the dollar amount in sales for individual pot pies?**

   - The term **6.79a** represents the total sales for individual pot pies. Here, **6.79** is the price of each individual pot pie, and **a** represents the number of individual pot pies sold.

3. **What part of the expression represents the dollar amount in sales for family-size pot pies?**

   - The term **26.99b** represents the total sales for family-size pot pies. Here, **26.99** is the price of each family-size pot pie, and **b** represents the number of family-size pot pies sold.

4. **In one day, the total sales for chicken pot pies was $189.44. Write an equation to represent this situation.**

   - The equation for total sales is given by:
     \[
     6.79a + 26.99b = 189.44
     \]
     This equation represents the total sales for both individual and family-size pot pies in one day, with **a** being the number of individual pot pies sold and **b** being the number of family-size pot pies sold.

Would you like further clarification on any of these problems? Here are five related questions to deepen understanding:

1. How would you solve for the number of individual pot pies sold if no family-size pot pies were sold that day?
2. What would the equation look like if only family-size pot pies were sold, not individual ones?
3. Can you solve for **a** and **b** if the number of family-size pot pies sold was 3?
4. How would the expression change if the price of individual pot pies increased?
5. What real-life scenarios might affect how many individual versus family-size pot pies are sold?

### Tip:
Always double-check the coefficients (prices) in expressions to ensure they match the problem's given data!

A restaurant makes both individual and family-size chicken pot pies. An individual pot pie serves one person and is sold for $6.79. A family-size pot pie serves 6 people and is sold for $26.99. The expression 6.79a + 26.99b represents the total sales amount in dollars, for the pot pies over one day. Use this information to answer the following questions:

1. What part of the expression represents the number of sales of individual pot pies in one day? What part of the expression represents the number of sales of family-size pot pies in one day?
2. What part of the expression represents the dollar amount in sales for individual pot pies?
3. What part of the expression represents the dollar amount in sales for family-size pot pies?
4. In one day, the total sales for chicken pot pies was $189.44. Write an equation to represent this situation.

Learn how to calculate total sales for individual and family-size chicken pot pies using algebraic expressions. Understand key concepts of linear equations and solve for total sales in dollars with real-world examples. Suitable for students in Grades 6-8.

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