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The image provides a math-related problem about silos and the company "Zona Maíz." It discusses the importance of silos in storing harvested corn efficiently and safely. There are two formulas related to the amount of corn stored in two silos, \( S_1 \) and \( S_2 \), which represent the quantity of stored corn after the extraction operation has started, depending on time \( t \). Here's a breakdown of the formulas:

- For Silo 1 (\( S_1 \)) related to the national market:
  \[
  S_1 = -2.8t + 350
  \]
  
- For Silo 2 (\( S_2 \)) related to the international market:
  \[
  S_2 = -5.6t + 500
  \]

Where:
- \( S_1 \) and \( S_2 \) represent the amount of corn in tons.
- \( t \) represents time in hours after extraction has begun.
- The constants \( 350 \) and \( 500 \) indicate the initial amounts of corn in the silos before any extraction.

### Summary of Instructions:
- Numbers greater than 1,000 are written without a separator (e.g., 34,600 as 34600).
- Decimal numbers should have two decimal places (e.g., 23,536 as 23.54).

Would you like help solving specific parts of this problem or calculating the amount of corn in the silos at a particular time? 

Let me know if you need further explanation. Also, here are some related questions to explore:

1. How long will it take for the corn in Silo 1 to be completely extracted?
2. What will be the amount of corn in Silo 2 after 50 hours?
3. At what time will the amount of corn in both silos be the same?
4. What is the rate of extraction for both silos in tons per hour?
5. How much corn remains in Silo 1 after 10 hours?

**Tip:** To find when both silos have the same amount of corn, set \( S_1 \) equal to \( S_2 \) and solve for \( t \).

The query is related to silos used by the company Zona Maíz to store corn. The user is provided with formulas for determining the amount of corn in two silos (S1 and S2) after a certain period of extraction time (t), where S1 and S2 are in tons, and t is time in hours.

This problem involves determining the amount of corn in two silos (S1 and S2) after a period of extraction using linear equations. Formulas S1 = -2.8t + 350 and S2 = -5.6t + 500 are provided to represent the corn remaining in tons based on the time (t) in hours after extraction starts. Explore the rate of extraction and compare the amounts of corn in the silos.

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