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The image contains a worksheet with multiple sections involving math and logic-based questions. I'll provide a breakdown of each section:

1. **Task 5 (Workshops Table)**:
   - The task presents a table comparing different workshops with distances and fuel consumption details.
   - Several questions (a–d) refer to this table:
     - (a) asks about the most economical workshop.
     - (b) requires identifying the route where one would travel at least 50 km each day.
     - (c) asks which route involves the greatest distance traveled each day.
     - (d) concerns the shape and size of a room covered by a package.

2. **Task 6**:
   - This task involves solving a linear equation: \( x + 49 = 60 \).
   - You're required to solve for \( x \).

3. **Task 7 (Functions)**:
   - This task asks you to identify whether certain graphs represent proportional (P) or inverse proportional (ak) relationships.
   - The four graphs (a-d) appear on the right side, and you are to categorize them based on their appearance.

I can walk you through solving any of these problems or explain the content further. Which specific section would you like to focus on, or would you prefer a detailed step-by-step solution for any of the tasks?

Here are five follow-up questions that might help you:
1. What is the solution to the linear equation \( x + 49 = 60 \)?
2. Can you determine which workshop offers the most economical solution based on fuel consumption and distance?
3. How can you differentiate between proportional and inverse proportional graphs?
4. What does the term "antiproportional" refer to in the context of functions?
5. What strategies can be used to analyze tables and graphs efficiently?

**Tip:** When solving proportional and antiproportional functions, remember that proportional graphs are straight lines through the origin, while antiproportional graphs typically curve and have a hyperbolic shape.

The image contains a worksheet with tasks related to math and logic, including questions on workshops, linear equations, and functions.

Explore our detailed solutions for linear equations like x + 49 = 60, analyze data tables for economical workshops, and learn how to categorize function graphs as proportional or antiproportional. Suitable for Middle School and High School students.

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