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The problem asks us to estimate how many of the next 2000 pizzas will be of the "masa rellena" type, based on previous sales data.

We are given the following sales numbers from the past week:

- **Masa fina**: 300
- **Masa gruesa**: 321
- **Masa rellena**: 258
- **Estilo sartén**: 196

### Step-by-step solution:

1. **Calculate the total number of pizzas sold last week:**
   \[
   \text{Total pizzas} = 300 + 321 + 258 + 196 = 1075
   \]

2. **Determine the proportion of "masa rellena" pizzas:**
   \[
   \text{Proportion of masa rellena} = \frac{258}{1075}
   \]

3. **Estimate the number of masa rellena pizzas in the next 2000 pizzas:**
   \[
   \text{Estimated masa rellena pizzas} = \frac{258}{1075} \times 2000
   \]

Let me calculate the result.Based on the sales data, the pizzeria can expect to sell approximately **480 pizzas** of the "masa rellena" type out of the next 2000 pizzas.

Would you like further clarification or additional details?

Here are five related questions to explore:

1. How would the estimate change if "masa rellena" sales increased to 300 pizzas?
2. What percentage of total sales does each type of dough represent?
3. How would the estimates change for different total future pizza orders (e.g., 3000 or 5000 pizzas)?
4. If another type of pizza were added, how would the calculation change?
5. How could seasonal trends affect the reliability of this estimate?

**Tip:** Always confirm that proportions are consistent with current data before applying them to future predictions.

Pizzería Izzo vende cuatro tipos de masa de pizza. Basado en la información de ventas de la semana pasada, ¿cuántas pizzas de masa rellena se espera que se vendan de las próximas 2000 pizzas?

Learn how to estimate the number of masa rellena pizzas expected to sell from a total of 2000 pizzas, using past sales data. Explore proportions and estimation methods in this real-world math example. Suitable for middle school students.

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