Shortest side = 10 cm → scale factor = \(10/5 = 2\)

Thu, 07 May 2026 10:21:31 +0000

Understanding Proportions: How a Shortest Side of 10 cm Relates to a Scale Factor of 2 When working with geometric shapes, one key concept is the relationship between dimensions and scale factors. Imagine a rectangle where the shortest side measures exactly 10 centimeters. Understanding how this dimension connects to the overall scale involves the concept of scale factor, a powerful tool in geometry that helps us enlarge or reduce models while preserving shape and proportions. ### What Does a Shortest Side of 10 cm Mean? A “shortest side” refers to the smallest dimension in a geometric figure — in this case, 10 cm. This dimension anchors our understanding of size and scale. Whether designing a blueprint, creating a model, or analyzing real-world objects, identifying the shortest side establishes a baseline for comparison.