How to Crack The Ramanujan Radical Challenge

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Are you ready to tackle the Ramanujan Radical Challenge on de-nesting nested radicals? Join us as we delve into this intriguing puzzle and uncover strategies to crack it! Whether you're a math enthusiast or just love a good brain teaser, this video is for you. Let's unlock the secrets behind Ramanujan's radical equations together!"

Topics Covered:
1. Understanding the basics of radical equations using Ramanujan's approach
2. Analyzing the de-nesting of the given equation.
3. Step-by-step approach to solving the radical equation.
4. Tips and tricks for handling tricky radical system of equations like a pro.
5. Algebraic identities and manipulations while solving equations.

Timestamps:
0:00 Introduction
0:44 De-nesting nested radical
1:15 Algebraic manipulations
3:04 Solving system of equation
7:20 Evaluating x
8:53 Answer

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Thanks for Watching!
@infyGyan

[mohammedsaysrashid]

...thanks for sharing...it was a wonderful explanation....x=3

[woobjun]

Thanks a lot for your interesting and joyful solutions ^.^

[Quest]

A tiny version.

Take √3 common in 1st term of l.h.s. gives

√3(5+ 2 .√3 .√2 ) i.e
√3 (√3+√2)^2
Removing root gives eqn
3^1/4 ( √3+√2) - 3^1/4 .√2= x^3/ 4 i.e
3^ 3/ 4= x ^3/ 4
Gives x = 3

Ramanujam will happy to see .

[roberttelarket]

Very clever.
Why is this Ramanujan's. It seems too simple for someone of his caliber!