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📚 Class 12 Maths – 3D Geometry | Complete Chapter for Boards 2026 Welcome to another powerful session of Maths by Sharma Sir. In this live class, we will cover the complete 3D Geometry chapter for Class 12 Board Exams 2026 with all important concepts, formulas, and exam-oriented questions. 3D Geometry is one of the most important scoring chapters in Class 12 Mathematics. In this session, you will learn how to solve questions related to direction cosines, direction ratios, equations of lines, shortest distance, angle between lines, and planes in a simple and logical way. This session is perfect for last-minute revision, concept clarity, and board exam preparation. Make sure you stay till the end to practice important board-level questions and PYQs. 🚀 What You Will Learn in This Session ✔ Direction Cosines & Direction Ratios ✔ Equation of Line in 3D Geometry ✔ Shortest Distance Between Two Lines ✔ Angle Between Two Lines ✔ Equation of Plane ✔ Important Board Questions & PYQs ✔ Tricks to solve questions faster in exams This class will help you strengthen your concepts and score high marks in the Class 12 Maths Board Exam 2026. 📌 Join our WhatsApp group for Notes, PYQs, and Study Material: 👉 https://chat.whatsapp.com/GCRvEfD2J46... 📢 Don’t forget to Like, Share and Subscribe to the channel for more IIT-JEE & Board Maths lectures. class 12 maths 3d geometry, 3d geometry class 12, class 12 maths boards 2026, 3d geometry one shot, 3d geometry important questions, 3d geometry class 12 board exam, maths by sharma sir, 3d geometry revision, equation of line in 3d geometry, equation of plane class 12, shortest distance between lines class 12, direction cosines and ratios class 12, class 12 maths chapter 11, cbse class 12 maths 3d geometry, board exam maths preparation #MathsBySharmaSir #3DGeometry #Class12Maths #BoardExam2026 #CBSEClass12 #MathsRevision #3DGeometryClass12 #BoardExamPreparation #MathsLiveClass #Class12Boards 🔥 Challenge for Students: After watching the class, try solving this question: Find the shortest distance between the lines ( 𝑥 − 1 ) / 2 = ( 𝑦 + 1 ) / − 1 = ( 𝑧 − 2 ) / 3 (x−1)/2=(y+1)/−1=(z−2)/3 and ( 𝑥 − 3 ) / 1 = ( 𝑦 − 2 ) / 2 = ( 𝑧 + 1 ) / − 2 (x−3)/1=(y−2)/2=(z+1)/−2 💬 Comment your answer below. The correct solution will be discussed in the next class!