A Tricky Olympiad Geometry Problem | Can You Find X ?

This is an interesting geometry problem similar to the type of questions student may encounter while practicing competitive exams or Olympiad-style mathematics. In this problem we have been given a square ABCD and an equilateral triangle PBC is inside this square and the one side BC of triangle is coincide with the side of the square. the line segments PD=PQ where Q in on the side CD. Find the angle(QPC)=X ? Try solving it yourself and comment your answer below 👇 👉In this video, we take a step-by-step approach to solving a challenging geometry problem.The interesting part is not just finding the answer, but understanding how to approach the problem using the information given in the diagram. We’ll use pure geometry, equal-length relationships, angle chasing, and properties of a square to reach the solution. 👉Watch the video till the end and don't forget to like the video. 👉If you enjoy challenging geometry problems, mathematical puzzles, and Olympiad-style geometry, make sure to subscribe for more problems and solutions. 💡 You will learn: ▪️ Technique of angle chasing geometry problem ▪️How to approach a difficult geometry problem ▪️How to recognize useful equal-length relationships ▪️How to use the properties of a square ▪️How to chase angles efficiently ▪️How to construct a simple geometric argument ▪️How to find the missing angle X ▪️How to solve geometry problems without relying on complicated formulas 🎯Perfect for students preparing for: ▪️Mathematical Olympiad ▪️Geometry Olympiad ▪️IMO-style geometry ▪️Math competitions ▪️AMC/AIME-style geometry ▪️Competitive mathematics ▪️Geometry problem-solving exams ▪️Math enthusiasts #geometry #maths #geometryproblems #matholympiad #olympiadgeometry #geometrypuzzle #anglechasing #mathproblems #square #triangle #mathematics Thanks for watching this video.