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The expression given in the problem is:

\[
4(75) + 0.50x
\]

where $ 4(75) $ represents a specific cost related to Sheila’s bakery operations.

From the problem statement, we know that Sheila has four employees, and she pays each employee a daily rate of $75. The term $ 4(75) $ represents the total amount of money Sheila must pay her four employees each day. 

Therefore, the correct answer is:

**(a) the amount of money Sheila must pay her employees each day.**

This term specifically calculates the daily salaries of the four employees by multiplying the number of employees (4) by the daily rate per employee ($75).

Would you like further details or have any questions?

Here are some related questions to expand your understanding:

1. What does the term $0.50x$ represent in the expression?
2. How would the expression change if the cost per pie increased?
3. If Sheila hired another employee at the same rate, how would that affect the expression?
4. How can you calculate the total daily expenses if Sheila makes 100 pies in a day?
5. What would be the total expenses if the employee daily rate increased to $80 per employee?

**Tip:** Breaking down complex expressions into their components can help you understand each part's contribution to the total value.

The total daily expenses to operate Sheila’s pie bakery are the cost of salaries and ingredients. Sheila has four employees, and she pays each employee a daily rate. On average, it costs the same amount of money to make each pie. This expression shows the total daily expenses for Sheila’s bakery to make x pies. What does the term 4(75) represent?

Explore how algebraic expressions like 4(75) + 0.50x are used to calculate daily business expenses, focusing on employee salaries and production costs in a pie bakery. This example is suitable for middle school students learning basic algebra.

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