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A Beautiful Equation from Romania, probably 

SyberMath
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15 сен 2024

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Комментарии : 15   
@hookahsupplier.5155
@hookahsupplier.5155 7 месяцев назад
Amazing question, didn't solve it but had fun watching the solution!
@nasrullahhusnan2289
@nasrullahhusnan2289 7 месяцев назад
I think it is simpler to work this way: Move all terms in one side (x^x)²-x²(x^x)-(x^x)x+x³=0 Factorize (x^x)[(x^x)-x²]-x[(x^x)-x²]=0 [(x^x)-x²][(x^x)-x]=0 (x^x)=x² --> x^(x-2)=1 x=1 or x=2 (x^x)=x --> x=±1 Thus x={-1,1 2}
@williamspostoronnim9845
@williamspostoronnim9845 Месяц назад
Ничего себе примерчик!
@MATHUP869
@MATHUP869 7 месяцев назад
Thank you for your shareing Master
@SyberMath
@SyberMath 7 месяцев назад
My pleasure
@scottleung9587
@scottleung9587 7 месяцев назад
I got 1 and 2 but didn't consider -1.
@leif1075
@leif1075 7 месяцев назад
Youbforgot zero too..also a valid solution..and maybe i in the complex world
@altosrule6387
@altosrule6387 7 месяцев назад
@@leif1075 Zero is not a valid solution. The limit as x goes to 0 of x^(2x) is 1, while the other terms all equal zero. I don't think i is a valid solution either.
@Mdsamim-go8rp
@Mdsamim-go8rp 7 месяцев назад
Beautiful equation with Beautiful explanation ❤❤
@SyberMath
@SyberMath 7 месяцев назад
Thanks a lot 😊❤️
@markener4316
@markener4316 7 месяцев назад
What would if theroaticlly possible a integrated matrix be?
@markener4316
@markener4316 7 месяцев назад
@IonRuby my grammer is so good i swear
@rakenzarnsworld2
@rakenzarnsworld2 7 месяцев назад
x = 2
@SidneiMV
@SidneiMV 2 месяца назад
(xˣ)² - x²xˣ - x¹xˣ + x³ = 0 (xˣ)² - (x² + x)xˣ + x³ = 0 xˣ = [(x² + x) ± (x² - x)]/2 xˣ = x² xlnx = 2lnx (x - 2)lnx = 0 *x = 2* lnx = 0 => *x = 1* xˣ = x xlnx = lnx (x - 1)lnx = 0 x = 1 lnx = 0 => x = 1
@SidneiMV
@SidneiMV 2 месяца назад
my method ommits x = -1 .....
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