Equation of a Circle in Polar Form 🔥 | Cartesian to Polar Coordinates

How do you convert the equation of a circle into polar form? 📐 In this Mathematics Shorts video, learn how to convert the Cartesian equation of a circle into polar coordinates using the relations: x = r cos θ y = r sin θ x² + y² = r² For a circle: x² + y² + 2gx + 2fy + c = 0 The polar form becomes: r² + 2gr cos θ + 2fr sin θ + c = 0 Understand the concept step by step with Laki Academy! 🎓 LAKI ACADEMY – Science & Maths Made Simple 📚 Classes: Engineering Mathematics (M1–M4), B.Tech Mathematics, Diploma Mathematics, B.Sc. Mathematics, Class 10th & 12th Maths. 📞 Contact for Classes: +91 8779070276 🌐 Website: https://lakiacademy.com 📸 Instagram:   / laki_akademy   Subscribe to Laki Academy for more Mathematics tricks, concepts, and exam-oriented lectures.