To interpret a drawing with a scale of 1:10, it is important to recognize that each unit represented on the drawing corresponds to 10 units in reality.

In a 1:10 scale drawing, every measurement depicted is one-tenth of the actual size. For instance, if a line measures $5$ centimeters on the drawing, the corresponding real-life object would measure $50$ centimeters. This scaling technique is particularly useful for representing large objects on a more manageable scale, such as on paper.

To convert measurements from the drawing to real-life dimensions, simply multiply the measurement from the drawing by $10$. Conversely, to translate real-life measurements back to the drawing scale, divide the actual measurement by $10$. This straightforward method allows for accurate interpretation of dimensions and proportions of the object being illustrated.

Understanding scale drawings is essential in fields such as architecture, engineering, and design, where precise measurements are crucial. It enables professionals to create detailed plans and models that are easily comprehensible and executable. For GCSE Maths, mastering this concept will aid in solving problems related to scale, proportion, and measurement—topics that frequently appear in exams and practical scenarios.