Enlargement Using a Negative Scale Factor | GCSE Higher Math |

Learn Enlargement with a Negative Scale Factor In this GCSE Maths tutorial, we’ll dive into the concept of enlargement using a negative scale factor and how it transforms shapes. Whether you're tackling integer or fractional scale factors, we’ll guide you step-by-step with clear explanations and examples. In This Video, You’ll Learn: What enlargement means in geometry. The difference between positive and negative scale factors. How the center of enlargement impacts transformations. Step-by-step examples with negative scale factors, including: Integer Scale Factor (-2). Fractional Scale Factor (-⅓). This video is perfect for GCSE students preparing for exams or anyone looking to sharpen their understanding of transformations. Don’t forget to like, subscribe, and share this video if you find it helpful! Let us know your thoughts or questions in the comments below. #gcsemaths #gcsemathsrevision #furthermaths 00:16 - What is Enlargement? 00:34 - What are Positive Scale Factors? 01:19 - What is Center of Enlargement 01:44 - What are Negative Scale Factors? 02:27 - Find the enlargement of the object with a scale factor of -2 about the center of enlargement at the origin. (Integer Negative Scale Factor) 03:55 - Find the enlargement of the object with a scale factor of -1/3 about the center of enlargement at the point (1,1). (Fractional Negative Scale Factor) 05:27 - What is the difference between Positive and Negative Scale Factors?