https://file.aiquickdraw.com/mathbot/file/1727056593066dtqky9fn.pdf

It seems the file contains a question related to supply and demand equilibrium in the context of the candy market. Specifically, the problem involves identifying a price point that would generate excess supply (surplus) and calculating the size of that surplus.

From the graph provided, the key steps to solve this would include:

1. **Determine Excess Supply (Surplus)**: In economics, excess supply occurs when the quantity supplied (from the supply curve) exceeds the quantity demanded (from the demand curve) at a given price level.
   
   - **Step 1**: Identify a price on the graph where the supply curve is above the demand curve. The vertical difference between these two points represents the excess supply in terms of quantity.
   - **Step 2**: The size of the excess supply can be calculated as the difference between the quantity supplied and quantity demanded at that price.

To proceed, I would need to see the full graph to help place the "Excess Supply" point and determine the exact quantities involved.

Would you like more detailed steps on calculating excess supply, or do you have any questions about this? 

Here are some related questions for deeper understanding:

1. How do changes in price affect the supply and demand curves?
2. What factors can lead to an excess supply in a market?
3. Can you explain the concept of equilibrium price and how it’s reached?
4. How does a surplus typically affect market prices in the short term?
5. What are some real-world examples of markets experiencing excess supply?

**Tip**: Always ensure to read both the supply and demand curves carefully to spot where they diverge for finding surplus or shortage conditions.

Suppose the accompanying graph depicts a market for one pound bags of candy. Place the point labeled Excess Supply to show a price that would generate an excess supply (surplus). Then, determine the size of the excess supply.

Learn how to calculate excess supply (surplus) in the market for candy by identifying the price point where supply exceeds demand. This problem uses supply and demand curves and covers the law of supply and demand.

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