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The problem states that strawberries are sold at a price of $1.38 per pound, and you are asked to write an equation relating the total cost $ c $ to the number of pounds $ p $ of strawberries bought.

The equation for the total cost $ c $ based on the number of pounds $ p $ is:

\[
c = 1.38 \times p
\]

This means that for every pound of strawberries, the cost increases by $1.38.

Would you like more details or have any questions? Here are some related questions:

1. What would be the cost of 5 pounds of strawberries?
2. How many pounds can be bought with $10?
3. If the price increases to $1.50 per pound, what would the new equation be?
4. How would the cost change if the price per pound is discounted by 20%?
5. What if the grocer charges a flat fee of $2 in addition to the cost per pound?

**Tip:** When forming equations from word problems, always identify the constant rate (here, $1.38 per pound) and the variable (p, the number of pounds).

A grocer can buy strawberries for $1.38 per pound. Write an equation relating c, the cost, and p, the pounds of strawberries.

Learn how to write an equation relating the cost of strawberries at $1.38 per pound to the number of pounds bought. This example explains how to use algebra to model simple cost relationships. Suitable for Grades 6-8.

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