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The document you uploaded is a worksheet for a Maths 10 class, focused on measurement. Here’s a summary of the questions:

1. **Area Calculation**:
   - Various shapes are provided, and you need to determine their areas in cm² (answers in decimals, rounded to 1 decimal place).

2. **Surface Area of a Cylinder**:
   - Given the surface area of a closed cylinder as \( 100\pi \) cm² and a height of 5 cm, the task is to calculate the radius.

3. **Barn Problem**:
   - You need to calculate the capacity of a barn with specific measurements, and then compute the area needed for the roof and the cost of corrugated iron sheets to cover it.

4. **Louvre Pyramid**:
   - Calculate the volume of the Louvre Pyramid, a square pyramid with a base side length of 35.4 m and a height of 21.6 m.

Would you like assistance with solving any of these specific questions, or do you need detailed explanations for any of the problems?

Here are 5 related questions to consider:
1. How do you calculate the surface area of a cylinder, and how can this formula be applied to question 2?
2. What is the formula for the volume of a square pyramid, and how does it apply to the Louvre Pyramid problem?
3. In question 3.1, what steps are involved in finding the capacity of the barn based on the provided dimensions?
4. How can you determine the exact number of corrugated sheets needed, ensuring no fractional sheets are included?
5. What is the significance of rounding answers to 1 decimal place in measurement problems?

**Tip**: When calculating areas and volumes, make sure to carefully convert units if necessary, especially when costs or materials are involved.

The document you uploaded is a worksheet for a Maths 10 class, focused on measurement. It contains problems related to area calculation, surface area of a cylinder, capacity and roof area of a barn, and volume of a square pyramid (Louvre Pyramid).

Solve Maths 10 measurement problems, including area calculations, surface area of a cylinder, barn capacity, and volume of the Louvre Pyramid. Learn key concepts and formulas for Grade 10 students.

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