Nishant Jindal FROZEN by PJ Sir’s Functional Trick 😳 | Toughest JEE Advanced Question скачать в хорошем качестве

Nishant Jindal FROZEN by PJ Sir’s Functional Trick 😳 | Toughest JEE Advanced Question

Join OG Kota Batch Now: https://play.google.com/store/apps/de... (App) Website: https://bharatskool.com/new-courses/5... N Avasthi sir, MS Chouhan sir, VK Jaiswal sir, Pankaj Joshi sir (author of Black Book), Ninja sir, NKS sir have come online. Glory of this team: Produced AIR 1 in JEE 4 times. Produced 100s of under 100 rankers. Produced AIR 1, 2, 3, 4, 5, 6, 7, 8, 9, 10 in JEE Advanced. Founders of Vibrant Academy, Kota. Each teacher with 25+ years of experience. Authors of most important books for IIT JEE for decades. Can you imagine learning from the teachers who even best of the best students don't get to learn from. Join the batch NOW! Join OG Kota Batch Now: https://play.google.com/store/apps/de... (App) Website: https://bharatskool.com/new-courses/5... In this video, Nishant Jindal takes on Pankaj Joshi (PJ Sir) in one of the most deceptive IRP questions—exactly the type that appears in JEE Advanced Maths, JEE Advanced Questions, and the toughest question in JEE Advanced. This format is similar to the viral challenge videos like: ➤ Nishant Jindal DESTROYED in seconds (Ninja Sir) ➤ Agent 247 humbled by Einstein of Kota ➤ Ninja Sir’s Constraint Motion Question ➤ This Question Haunted AIR 42 ➤ Trickiest JEE Question Explained by NKS Sir Can Nishant Jindal defeat PJ Sir? Here, PJ Sir presents a mixed trigonometric + functional equation system involving x, y, and a. Nishant attempts multiple approaches, but the real breakthrough comes when PJ Sir converts the system into the functional identity: f(t) = t + sin t By proving the function is strictly increasing in the given interval, the entire question collapses into one clean conclusion: ➡️ x = −2y ➡️ Final answer: cos(x + 2y) = 1 This type of functional insight is what top 100 rankers use — exactly like the videos: “This is how Top 100 Rankers solve questions!” If you're preparing for JEE 2026, JEE 2027, CareerWill JEE, PNC, JEE Nexus, or solving JEE Advanced Maths Questions, this video is a goldmine. What You Will Learn:- ➤ How to eliminate parameters smartly ➤ Functional equation technique used by top rankers ➤ Why monotonicity is powerful ➤ PJ Sir’s fast IRP-style thinking ➤ Handling high-pressure questions like in Kota ➤ Practical insights for JEE Advanced Questions Keywords Optimised for Ranking (All Added Naturally) Nishant Jindal, PJ Sir, PJ Sir Maths, Pankaj Joshi Sir Maths, CareerWill JEE, Career Will, Ninja Sir, GB Sir Maths, NKS Sir, NV Sir, Anshul Sir, JEE Advanced, JEE Advanced Maths, JEE Advanced Maths Questions, JEE Advanced Questions, Toughest JEE Advanced Questions, PNC, JEE Nexus, JEE Questions, IIT Bombay, Nishant Jindal Batch, Nishant Jindal vs PJ Sir, Toughest Question in JEE Advanced, Sachin Sir PW Nishant Jindal About Me (Nishant Jindal) I am an IIT Delhi graduate (AIR 247) and educator for lakhs of JEE aspirants. Along with Pankaj Joshi (PJ Sir), Ninja Sir, and the team at CareerWill, we have launched the official Nishant Jindal Batch on the CareerWill platform—designed to give students Kota-level guidance at the most affordable price in India. Our batch focuses on: ✔ Concept clarity ✔ Intelligent problem solving ✔ JEE Advanced mindset ✔ High-level IRP challenges ✔ Daily structured practice If you follow Career Will JEE, JEE Nexus, Ninja Sir Physics, or tough JEE-solving videos, this channel will upgrade your entire preparation. ⏱️ Chapters 00:00 – The IRP Question Begins: x, y and ‘a’ Explained 00:32 – Nishant Tries the Standard Trigonometric Approach 01:25 – Why Direct Methods Fail (Nishant Gets Stuck) 02:15 – Nishant Gives Up on the Question 02:58 – PJ Sir Starts the Real Solution: Eliminating ‘a’ 03:40 – Functional Equation Identified: f(t) = t + sin t 04:25 – The One-to-One Trick That Solves Everything 05:15 – Final Answer: x = –2y ⇒ cos(x + 2y) = 1 05:45 – Nishant’s Reaction: “Before Laughing, Try It Yourself” #NishantJindal #PJSir #PJSirMaths #NinjaSir #iitdelhi #CareerWillJEE #JEEAdvanced #JEEMaths #JEE2026 #JEE2027 #IRP #KotaFactoryVibes #JEEPreparation #IITBombay #ToughestJEEQuestion #JEEMains2026 #MathsChallenge #FunctionalEquation #PankajJoshiSir #NishantJindalBatch #JEEAdvancedMaths #JEENexus #JEEAspirants #StudyMotivation