Uploaded June 2026 | Updated September 2026, 2 weeks ago
Welcome to Question 3 of the High-Level Geometry Series by Maths By Amiya.
In todayโs geometry challenge, we have a powerful CAT/XAT-level figure where:
โ AC = 6 cm
โ BC = 10 cm
โ DG || BC
โ Angle at C is divided into two equal parts: x and x
โ Target: Find DG
At first glance, this looks like a simple angle bisector question, but the real trap is the combination of Angle Bisector + Parallel Lines. This is exactly the kind of question that tests your diagram reading, theorem selection, and exam-level visualization.
In this video, Amiya Sir explains the complete solution step by step and shows how to approach such high-level geometry questions in CAT, XAT and other MBA entrance exams.
This series is designed for serious aspirants who want to go beyond basic formulas and develop real geometry thinking.
๐ก Think CAT, Think AzuCATion.
๐ When itโs Maths, it must be Maths By Amiya.
๐ Important Links
๐ To Join CAT 2026 Course:
azucation.org/new-courses
๐ง CAT Study Fit Test:
azucation.org.in/cat-study-fit-test
๐ Full Geometry Series Playlist:
youtube.com/playlist?list=PLqP8FM58Y3oFDpCB5TZRWKMokdZnMehvd
๐ AzuCATion Website:
azucation.org.in
๐ฒ WhatsApp Amiya Sir / AzuCATion Team:
wa.me/919905050159
๐ข Join AzuCATion MBA Updates Community:
chat.whatsapp.com/H7UfYQO1rMh78CAgPFajPQ
Topics Covered
๐ High-Level Geometry
๐ CAT Geometry Question
๐ Angle Bisector Theorem
๐ Parallel Lines in Geometry
๐ Triangle Geometry
๐ CAT 2026 Quant Preparation
๐ XAT Geometry Preparation
๐ Maths By Amiya Geometry Series
๐ AzuCATion Quant Series
#CAT2026 #Geometry #CATPreparation #MathsByAmiya #AzuCATion
Welcome to Question 3 of the High-Level Geometry Series by Maths By Amiya.
In todayโs geometry challenge, we have a powerful CAT/XAT-level figure where:
โ AC = 6 cm
โ BC = 10 cm
โ DG || BC
โ Angle at C is divided into two equal parts: x and x
โ Target: Find DG
At first glance, this looks like a simple angle bisector question, but the real trap is the combination of Angle Bisector + Parallel Lines. This is exactly the kind of question that tests your diagram reading, theorem selection, and exam-level visualization.
In this video, Amiya Sir explains the complete solution step by step and shows how to approach such high-level geometry questions in CAT, XAT and other MBA entrance exams.
This series is designed for serious aspirants who want to go beyond basic formulas and develop real geometry thinking.
๐ก Think CAT, Think AzuCATion.
๐ When itโs Maths, it must be Maths By Amiya.
๐ Important Links
๐ To Join CAT 2026 Course:
azucation.org/new-courses
๐ง CAT Study Fit Test:
azucation.org.in/cat-study-fit-test
๐ Full Geometry Series Playlist:
youtube.com/playlist?list=PLqP8FM58Y3oFDpCB5TZRWKMokdZnMehvd
๐ AzuCATion Website:
azucation.org.in
๐ฒ WhatsApp Amiya Sir / AzuCATion Team:
wa.me/919905050159
๐ข Join AzuCATion MBA Updates Community:
chat.whatsapp.com/H7UfYQO1rMh78CAgPFajPQ
Topics Covered
๐ High-Level Geometry
๐ CAT Geometry Question
๐ Angle Bisector Theorem
๐ Parallel Lines in Geometry
๐ Triangle Geometry
๐ CAT 2026 Quant Preparation
๐ XAT Geometry Preparation
๐ Maths By Amiya Geometry Series
๐ AzuCATion Quant Series
#CAT2026 #Geometry #CATPreparation #MathsByAmiya #AzuCATion










