The image shows a rectangle with its sides labeled $l$ and $w$ for length and width, respectively. From the handwritten text, it appears there is a problem related to this rectangle, possibly asking to find the area or perimeter of the rectangle. However, the handwriting is a bit unclear, making it difficult to determine the exact question without further clarification.

If this is a question on finding the area or perimeter of the rectangle:

1. Area of a Rectangle: The area $A$ is calculated as: $A = l \times w$
2. Perimeter of a Rectangle: The perimeter $P$ is calculated as: $P = 2(l + w)$

Could you confirm if this is what you're looking for, or if there is a specific value given for $l$ and $w$ in the problem?

Would you like me to go into further detail, or is there a specific part of the question you need help with?

Here are a few follow-up questions that might help us understand the problem more clearly:

1. Are there specific values for $l$ and $w$ given in the problem?
2. Is the question asking for both the area and perimeter, or just one of them?
3. Could the problem involve other concepts, such as diagonal length?
4. Is there any indication of units for $l$ and $w$?
5. Does the problem mention any conditions about the relationship between $l$ and $w$?

Tip: When dealing with shapes, always label each side clearly and note down any given relationships or units, as they can help in solving the problem accurately.