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It seems like you've uploaded the same image again. Based on the image from the previous upload, we already solved the problem regarding Jaya's vegetable garden.

The length of the garden is **24 feet** based on the area provided and the layout of the garden (4 sections long by 2 sections wide).

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### Related Questions:
1. How would the width of the garden be calculated in this problem?
2. What would the total perimeter of the garden be?
3. If Jaya decided to plant more vegetables and added a third row, what would be the new length and width?
4. How would the area change if the sections were rectangular rather than square?
5. How would you calculate the total fencing needed if Jaya wants to fence the garden?

### Tip:
When working with areas of squares or rectangles, make sure to break down the problem into smaller parts (like sections), then apply basic formulas for area and perimeter.

Jaya wants to make a vegetable garden in her backyard for 8 different vegetables. She makes 8 sections in the garden. The dimensions of the garden are 4 sections long by 2 sections wide. Each section is in the shape of a square. The area of the vegetable garden is 288 square feet. What is the length of the vegetable garden?

Learn how to determine the length of a vegetable garden given its area and section dimensions. This math problem involves calculating the area of squares and rectangles. Suitable for students in Grades 5-6.

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