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The image contains two algebraic expressions that require simplification. Let's go step by step.

### For **Question 7:**

The expression given is:  
\[
-( -a + 5) + 5 = \_\_ \quad \text{and} \quad 5 + 5 = \_\_
\]

- First, simplify the first part:

Запитання №7: Розкрий дужки й спрости вираз: -( -a + 5 ) + 5 = ____ 5 + 5 = ____
Запитання №8: Розкрий дужки й спрости вираз: -y - (-y + a - b) = -y ____ y ____ a ____ b

Learn how to simplify algebraic expressions with step-by-step solutions for problems involving parentheses and distributive property. This includes simplifying expressions like -( -a + 5 ) + 5 and -y - (-y + a - b). Suitable for students in Grades 7-9.

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For Question 7:

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