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An Amazing Square Root Math Simplification | How to solve!! 

Master T Maths Class
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11 сен 2024

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Комментарии : 7   
@user-hk2or6mo9s
@user-hk2or6mo9s 22 дня назад
Very nice!
@MasterTMathsClass
@MasterTMathsClass 22 дня назад
Thanks!
@thelifeclass
@thelifeclass 22 дня назад
Interesting 🎉
@MasterTMathsClass
@MasterTMathsClass 21 день назад
Glad you think so!
@roger7341
@roger7341 22 дня назад
This is simply another Golden Ratio problem where φ=(√5-1)/2 and we need to evaluate φ^6, which can be obtained from Fibonacci sequence or recursively applying φ^2=1-φ.
@RyanLewis-Johnson-wq6xs
@RyanLewis-Johnson-wq6xs 22 дня назад
Input ((sqrt(15) - sqrt(3))/sqrt(12))^6 = 9 - 4 sqrt(5) Result True Logarithmic form 6 log((-sqrt(3) + sqrt(15))/(2 sqrt(3)), (sqrt(15) - sqrt(3))/sqrt(12)) = log((-sqrt(3) + sqrt(15))/(2 sqrt(3)), 9 - 4 sqrt(5)) (Sqrt[15]-Sqrt[3]/Sqrt[12])^6=9-4Sqrt[5] final answer
@MasterTMathsClass
@MasterTMathsClass 21 день назад
Nice!
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