📘 Class 12 Mathematics | Unit 8 – Circle | Exercise 8.3 Question 8 (iii) | Online Class

📘 Class 12 Mathematics | Unit 8 – Circle | Exercise 8.3 Question 8 (iii) | Online Class In this video, I solve Exercise 8.3, Question 8 (iii) from Class 12 Mathematics (Unit 8: Circle). 🔹 Question: Find the equation of the tangent(s) to the circle 𝑥^2 + 𝑦^2 = 25 which is parallel to the line 3x + 4y + 1 = 0 The solution is explained step by step, using the standard method of tangents to a circle, with special focus on: ✔ Concept of tangents parallel to a given line ✔ Distance of a line from the centre of a circle ✔ Finding two parallel tangents correctly ✔ Exam-oriented working and presentation This video is extremely helpful for students preparing for Class 12 board exams, especially those studying Circles and Coordinate Geometry. 🔹 What You Will Learn ✔ Equation of tangent to a circle ✔ Method for tangents parallel to a given line ✔ Handling Ex 8.3 exam questions confidently ✔ Common mistakes to avoid in board exams 👨‍🏫 Facilitator Muhammad Fayyaz Meerza MSc Applied Mathematics 📱 WhatsApp (Online Classes): 0309-2836707 🔔 Like | Share | Subscribe for more Class 11 & 12 Mathematics lectures. #Class12Maths #Circle #EquationOfTangent #Exercise8_3 #Unit8Circle #CoordinateGeometry #BoardExamPreparation #IntermediateMaths #FSCMaths #SindhBoard #PunjabBoard #CambridgeMath #OnlineMathTeacher #TheMathWhisperer #LearnMaths #MathsWithLogic #YouTubeEducation