The question provided is in Norwegian and translates to:

"A parallelogram is divided into two parts, A and B, as shown in the figure. Which of the statements below is correct?"

The answer choices are:

• A) B has a larger perimeter than A.
• B) B has a smaller perimeter than A.
• C) B has a smaller area than A.
• D) A and B have the same area.
• E) A and B have the same perimeter.

Since the figure shows two sections of the same parallelogram, divided but not changing the total area, the correct answer is most likely D) A and B have the same area. This is based on the principle that dividing a parallelogram by an internal line does not alter the areas of the resulting parts.

Would you like a deeper explanation or have further questions?

Here are some related questions you might find helpful:

1. How does dividing a parallelogram affect its area?
2. Why does dividing a shape in two not alter the total area?
3. What properties of a parallelogram help in solving this problem?
4. How is the perimeter of an irregular shape within a parallelogram calculated?
5. Can two shapes within a larger shape have the same area but different perimeters?

Tip: In geometry, dividing a shape into parts preserves the total area but can alter individual perimeters.