A rectangular garden has a length that is 3 meters longer than its width. If the area of the garden is 70 square meters, what are the dimensions of the garden? - Treasure Valley Movers
Why Landscaping Trends Are Taking Over US Backyards—and How Math Solves Garden Design Problems
Why Landscaping Trends Are Taking Over US Backyards—and How Math Solves Garden Design Problems
Curious homeowners across the U.S. are rediscovering the joy of outdoor spaces—not just as green Rückzüge, but as functional, beautiful extensions of their homes. Among the latest design favorites is a classic configuration: a rectangular garden where the length exceeds the width by exactly 3 meters. When paired with a known area, this simple quadratic puzzle reveals precise dimensions—often sparking interest in planning and efficiency. Now widely discussed in gardening forums and home improvement circles, math-backed garden design lets people make smart, informed choices that match both style and space.
The Math Behind the Perfect Garden Shape
Understanding the Context
A rectangular garden with a length 3 meters longer than its width follows a familiar algebraic pattern. Let the width be w meters, so the length becomes w + 3 meters. Since area equals length times width, we write:
w × (w + 3) = 70
