What should I solve second in this problem? (3+5) - 5

(1 Point)

7-5

(3+4)

After solving the first part of the problem \((3+5)\), which simplifies to \(8\), the second step is to subtract \(5\) from \(8\).

So:

1. **First**: Simplify \((3 + 5)\) to get \(8\).
2. **Second**: Subtract \(5\) from \(8\) to get \(3\).

The correct order is:

1. Simplify \((3+5)\).
2. Subtract \(5\) from the result, giving you \(3\).

Would you like more details or have any questions?

Here are 5 related questions to expand on this topic:

1. Why is it important to solve operations inside parentheses first?
2. What is the result of solving \(7 - 5\) after calculating the parentheses?
3. How does the subtraction operation affect the final result?
4. Can you give an example where changing the order of operations changes the result?
5. How can parentheses be used to change the order of operations in a more complex equation?

**Tip:** Always double-check your work to ensure each step is performed in the correct order, especially with operations like subtraction.

Learn how to solve a subtraction problem involving parentheses: (3+5) - 5. Understand the order of operations and how to simplify expressions step-by-step. Suitable for students in Grades 3-4.

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