Given that CD is the perpendicular bisector of AB and EF is perpendicular to CD, | Class 10 Maths

In the given figure, CD is the perpendicular bisector of AB. EF is perpendicular to CD. AE intersects CD at G. Prove that CF/CD = FG/DG. Description: In this video, we solve an important geometry proof question for Class 10 Maths CBSE Board Exam 2026. Given that CD is the perpendicular bisector of AB and EF is perpendicular to CD, we prove that: CF/CD=FG/DG This question is based on Similar Triangles, Perpendicular Bisector Theorem, and Basic Proportionality concepts, which are very important for board exams. 📌 Perfect for: Last minute revision 4–5 marks proof questions CBSE Board Exam 2026 preparation Geometry important questions Watch till the end for clear step-by-step explanation. Related Search: class 10 maths geometry proof class 10 maths similar triangles proof cd perpendicular bisector proof cbse board exam 2026 maths class 10 maths important proof geometry theorem proof class 10 similar triangles questions class 10 cbse maths 2026 preparation perpendicular bisector theorem proof girish sir maths Class 10 Maths geometry proof questions Similar triangles proof class 10 Perpendicular bisector theorem class 10 CBSE Class 10 Maths important 5 marks question Class 10 Maths chapter triangles proof Geometry proof for board exam 2026 Last minute maths revision class 10 CBSE maths most expected questions 2026 #class10mathspyqs #class10pyq #class10triangles #study #studytips #class10boardexam #class10cbseboard #class10cbsemaths #cbseboard2026 #cbseboardexam #cbseexam2026 #cbse2025_26 #girishsir #mathnerd