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The image shows a question asking for the cost per unit of a product given a total quantity and total sales value:

**Question:**
For a given product, in 2011, 112,965 items were sold for a total value of 180,744. How much does a unit of this product cost?

**Answer:**
To find the cost per unit:
\[
\text{Cost per unit} = \frac{\text{Total Value}}{\text{Number of Items}} = \frac{180,744}{112,965}
\]
Performing the division:
\[
\text{Cost per unit} = 1.6
\]
This means each unit of the product costs **1.6**.

Would you like a detailed breakdown of how to perform such calculations, or have any further questions? Here are some related questions you might find useful:

1. How do I round a number to two decimal places?
2. How do you calculate unit cost for different currencies?
3. What is the difference between unit cost and unit price?
4. Can unit costs change over time and how are they tracked?
5. How do you calculate the total value if you know the unit price?

**Tip:** Always double-check if rounding is required, as it can affect the final answer.

For a given product, in 2011, 112,965 items were sold for a total value of 180,744. How much does a unit of this product cost?

Learn how to calculate the cost per unit of a product when given the total sales and number of items sold. This problem involves basic division and rounding to two decimal places. In 2011, 112,965 items were sold for a total value of 180,744, resulting in a cost per unit of 1.6.

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