A rectangular garden has a length of 12 meters and a width of 8 meters. A path 1 meter wide runs along the inside edge of the garden. What is the area of the path?

Fri, 01 May 2026 07:15:29 +0000

**A rectangular garden’s hidden geometry: How a 1-meter path slices through space** Curious about how a narrow path reshapes garden space? The quiet math behind rectangular gardens reveals fascinating details—especially when subtle features like a 1-meter-wide edge path redefine usable area. If you’ve unhidden a garden’s precise layout recently, you may wonder: How much space does that path actually take, and how does it shift total square footage? This insight matters not only to landscapers and designers, but to homeowners deciding between open gardening and functional flow. In a mobile-first world, where clear, reliable information drives decisions, understanding this geometry helps turn plans into action—without guesswork. A rectangular garden with a length of 12 meters and width of 8 meters forms a space of 96 square meters. Now imagine a 1-meter-wide path walled along the garden’s inner perimeter. This path doesn’t erase planting zones—it carves space, narrowing accessible bed areas. What’s often overlooked is how path placement subtly reduces true planting or lawn area, even within the 12x8 footprint. For U.S. gardeners balancing aesthetics and practicality, this nuance matters when planning zones for vegetables, flowers, or relaxation. The path’s area directly influences real estate value perceptions and daily usability—making precise calculations essential. To calculate the path’s area, start with total garden dimensions: 12 meters long and 8 meters wide. The garden’s total area is 96 square meters (12 × 8). Along each inner edge, the path occupies 1 meter. Subtracting this width from both length and width accounts for the planted or usable inner rectangle. The inner garden area becomes 10 meters long (12 – 2) and 6 meters wide (8 – 2), resulting in a central planting zone of 60 square meters. The path then occupies the outer ring—calculated as total area minus inner area: 96 – 60 = 36 square meters. This 36 square meter path confirms a critical design insight: even narrow edges reshape usable space.