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PrepKit IIT-JAM Physics Group

PrepKit IIT-JAM Physics Group

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Repost from IIT JAM PHYSICS
🧿 *Playing the Quantum Game with Full Mind Force of F=16 x 10¹⁶ Newton/μs* 🩵 ❤╰། ◉◯❤-❤◯◉ །╯❤ ∆ Firstly, you need to study HCV's QM and Feynmann's Volume 3 of QM to grasp the subject properly. ✽+†+✽―― - ――✽+†+✽ ∆ Secondly, You need to understand the concepts of Quantum Mechanics without involving Mathematics and just your Physical imaginative skills and for that you need to use the book "The Theoritical Minimum" By one of the founding fathers of "String Theory", 'Leonard Susskind' along with the special book of "The Principles of Quantum Mechanics", authored by none other than "P.A.M Dirac". ✽+†+✽―― - ――✽+†+✽ ∆ Thirdly, It's time to develop the Mathematical base for which you need to use the QM books authored by none other than "JJ Sakurai " and "R. Shankar". ✽+†+✽―― - ――✽+†+✽ ∆ Finally, it's time for your ultimate Gangsta Move by using QM books by "David J.Griffiths" and "Zetilli". ✽+†+✽―― - ――✽+†+✽ Σ Special Recommendations:- ✽+†+✽―― - ――✽+†+✽ ✓ QM by Ajoy Ghatak Ji for many Solved Problems of Quantum Mechanics. ✽+†+✽―― - ――✽+†+✽ ✓ Quantum Mechanics and Path Integrals" by Richard P. Feynman and Albert R. Hibbs: This classic by Feynman offers a unique perspective on quantum mechanics through path integrals. ✽+†+✽―― - ――✽+†+✽ ✓ "A Modern Approach to Quantum Mechanics" by John S. Townsend: Offers a modern perspective on quantum mechanics with clear explanations and examples. • Compiled By - AMAR KIRDOLIA 🩵🏵️ ❤╰། ◉◯❤-❤◯◉ །╯❤

Inke liye brand kaam nhii kiya ??

accha sir thik hai

Harmonic oscillator assignment

On YouTube

Online course chahiy sir

Rapid Revision Course | IIT-JAM 2022 Class today at 5pm | Modern Physics https://www.youtube.com/watch?v=aTsVzBF6t8M&ab_channel=PrepKit

Mechanics assignment uploaded

But it's good for sir....so accept it

Reminder we have first lecture of Gamma Series at 6pm Class Link: https://www.youtube.com/watch?v=fnCm8ewIHPg @prepkit

DM me I will send all previous year solved question papers that I have

5x^2 tha

Mera 11 or 19 wala ans aya

Lagrangian first 2 lectures are available now They are just base lectures(discussed all the important terms and principles in these 2 lectures, 1 hour each), important portion will start in the lecture 3 (Numericals)