Let a1​,a2​,a3​,… be G.P.of increasing positive terms such that a2​a3​a4​=64 and a1​+a3​+a5​=813​/7

Let a1​,a2​,a3​,… be G.P. of increasing positive terms such that a2​⋅a3​⋅a4​=64 and a1​+a3​+a5​=813​/7. Then a3​+a5​+a7​ is equal to : (a) 3244 (b). 3256 (c). 3248 (d). 3252 are you? This side Mr. Sanjay Kumar (M.Sc. from IIT Ropar – 2022) and I welcome you to your own learning kingdom – Mathematics Eduserv ✨ #JEEMains #Hyperbola #PYQ #CoordinateGeometry #Maths #JEEMaths #SanjayYadav 0 mathematics faculty (ReliAble): hyperbola jee mains pyq jee mains maths 2026 jee mains pyq maths maths pyq jee mains 2026 jee preparation 2026 maths class 11 maths jee preparation jee maths important questions jee mains maths pyq class 11 hyperbola jee preparation sanjay yadav maths jee mains maths important questions sequence and series jee mains 2026 sequence and series pyq 2026 jee mains sequence and series questions sequence and series jee pyq sequence and series class 11 jee sequence and series one shot sequence and series tricks jee mathematics faculty (ReliAble): Hyperbola | JEE Mains PYQ 2026 | Complete Previous Year Questions Discussion In this video, Mr. Sanjay Yadav (MSc Mathematics) explains the most important Previous Year Questions (PYQ) of Hyperbola for Joint Entrance Examination Main 2026. If you are preparing for Joint Entrance Examination Main, this lecture will help you understand the concepts, shortcuts, and exam-oriented tricks to solve Hyperbola questions quickly. This session is very useful for Class 11, Class 12 and JEE aspirants who want to strengthen their Coordinate Geometry concepts. ✨ In this video you will learn: ✔ Important Hyperbola PYQs ✔ Concept based problem solving ✔ Short tricks for JEE Mains ✔ Fast solving methods for exam 👨‍🏫 Faculty: Mr. Sanjay Yadav MSc Mathematics 📌 Chapter: Hyperbola 📌 Exam: Joint Entrance Examination Main 2026 📌 Subject: Mathematics 👍 Like | 🔔 Subscribe | 📢 Share with friends preparing for