A rectangle has a length that is twice its width. If the perimeter of the rectangle is 54 meters, what are the dimensions of the rectangle?

Thu, 07 May 2026 00:26:50 +0000

**Why a rectangle with length twice its width and a 54-meter perimeter fascinates everyone in 2024**
In a digital landscape where geometry shapes practical design, a simple but intriguing math problem has quietly gained momentum: a rectangle whose length is exactly twice its width, with a total perimeter of 54 meters. This question isn’t just academic—it’s resonating with homeowners, architects, interior designers, and DIY enthusiasts across the U.S. Who doesn’t admire clean lines, efficient space, and well-proportioned structure? From modern home layouts to home office setups, understanding these dimensions offers real-world value when building or renovating spaces. **Why this rectangle pattern is trending in U.S. design circles**
Rectangles with length twice the width reflect a rising demand for balanced, functional spaces that optimize square footage. In a market driven by compact living and smart planning—especially in busy urban areas and growing suburbs—this proportional relationship delivers visual harmony and practical utility. Whether designing a minimalist living area or calculating material needs for construction, this ratio offers an intuitive way to maximize both area and comfort. Social media discussions, home improvement forums, and plumbing design communities highlight this configuration as a go-to model for affordability and aesthetic appeal. **How to find the exact dimensions step by step**
To calculate, start with the relationship: if width is *w*, then length is *2w*. The perimeter of any rectangle is perimeter = 2 × (length + width). Plugging in:
34 = 2 × (2w + w) = 2 × 3w = 6w
Solving: w = 34 ÷ 6 ≈ 5.67 meters (rounded to 5.7 m), length = 2w ≈ 11.33 meters (about 11 m and 4 cm). These precise measurements form a golden ratio commonly used in balanced design. **Common Questions About a Rectangle with Length Twice Its Width and 54-Meter Perimeter**
1. *What are the actual dimensions?*
Width: ~5.7 meters (5 ½ m), Length: ~11.3 meters (11 ¼ m)
2. *Can I use any metric units?*
The conversion remains consistent—1 meter = 39.37 inches—used globally in construction and design.
3. *How does this help in real projects?*
These precise math-backed dimensions simplify material estimating and construction planning.