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Let's work through the math problems you provided.

### Problem 11:
**Adriana recogió huevos, pero se rompieron 10. La imagen muestra una ecuación que indica que recogió 120 huevos:**
\[ x - 10 = 120 \]
where \( x \) is the total number of eggs Adriana collected, and 10 eggs were broken.

**Step 1:** Solve for \( x \).
\[
x - 10 = 120 \implies x = 120 + 10 = 130
\]
Thus, Adriana collected **130 eggs in total**.

Now, the question asks, which option **does not** represent the number of eggs Adriana collected.

The answer is **132 huevos**, as it is not the number she collected.

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### Problem 12:
You are given a graph that shows the relationship between the **capacity of a tank (liters)** and **time (minutes)**. The line in the graph represents how the tank is being filled over time.

**Step 1:** From the graph, it looks like at **5 minutes**, the tank reaches a capacity of **75 liters**.

**Step 2:** Extrapolate the graph to find when the tank reaches **150 liters**. The graph shows that after **10 minutes**, the tank reaches full capacity of **150 liters**.

So, the answer is **10 minutes**.

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Do you have any questions or would you like further details?

Here are 5 related questions you can consider:
1. If Adriana had broken 15 eggs instead of 10, how many would she have collected?
2. What would happen if Adriana had broken zero eggs? How many would she have then?
3. If the tank had a capacity of 200 liters, at what time would it fill up, assuming the same rate of filling?
4. What would the total be if Adriana broke 5 more eggs after collecting 130?
5. How would the graph look if the tank filled at a faster rate?

**Tip:** When analyzing graphs, always look for patterns like linearity to make predictions about data points not directly given.

Adriana recogió huevos, pero se rompieron 10. La ecuación indica que recogió 120 huevos. También hay una gráfica que muestra el tiempo necesario para llenar un tanque de agua de diferentes capacidades.

Learn how to solve the algebraic equation x - 10 = 120 to determine how many eggs Adriana collected after some were broken. Understand how to interpret a linear graph showing the time required to fill a water tank of different capacities. This problem is perfect for students in Grades 5-7.

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