Germany | Can you solve this ? | A Nice Math Olympiad Problem
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- Опубликовано: 29 сен 2024
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1 is the only correct answer.
The only answer that can be calculated is "1". The complex solutions are extraneous.
That's right. This video clip presented an operation consisting of a sum of 2 cubic roots of real numbers. The clip showed that the result must satisfy a cubic equation, but this does not imply that every one of the cubic roots is a result of the sum, which must be single valued (and real).
You cannot add two real numbers and get a complex number. Complex solutions are wrong and should be rejected. Shame.
You are right. Real number + real number= real number.
And you cant say a+b has 3 different solutions.
Entièrement d'accord avec toi !
Зачем загромождать решешия вводя a b, чтобы через действие от них избавиться.
Actually there are more complex roots. At 4:20, you simply consider the cube root of -1 as -1 and not for the other two complex roots.
You are absolutely correct. If they want to consider complex solutions then complex values of ab shouldn’t be overlooked.
The other option is to consider all real values only.
wait what do you mean?
@@ZoidVERSE ab = 3√-1
(ab)^3 = -1
(ab)^3 + 1^3 = 0
(ab + 1) (a^2 * b^2 - ab + 1) = 0
So you get ab + 1 = 0 and (a^2 * b^2 - ab + 1) = 0
The answer from the linear root is -1 but there is still a quadratic root.
After factorizing, you will get 2 more roots, which are complex.
@@is7728 ahh I get it. thank you for explaining it
Seule la solution réelle est exacte !
Very good, let's watch the video!
Из чего следует, что i - вещественное число. И даже более того, i - это сразу два разных вещественных числа. 🤓
Используя полученные результаты, также можно легко доказать, что i = 0 и что 0 = 1.
На 4:00 простое перемножение? Автор не знает что это а^2-b^2
1 es la soluciones que nos da la calculadora!
cute root -1 is only -1 ?
Well solved.
Inspiring.
Easy solved sir
Thanks 🙏👍👍
literally today I was interested in Cardano’s theorem for solving an equation of degree 3 and for myself I composed the equation x³+3x-4=0
The discriminant turned out to be
D= q²/4+p³/27=4+1=5
hence
x= (2+√5)^(1/3) +(2-√5)^(1/3)
I tried for a very long time to bring this to 1, but I couldn’t do it myself!
Thank you for the video.
(compiled with the help of a translator, I apologize for any inaccuracies)
One root is one..Using synthetic division makes the solution obvious.In doing these problems, cogent observations save a lot oif work.
Excelente explicación en el idioma de las matemáticas. Muy buena la explicación del término + 3ab.x . Gracias
Nice sir
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I am speechless
A very good sequence of logical reasoning
Thank you
Можно проще и быстрее, много лиших шагов в решении.
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Thanks ❤️❤️❤️
Totalmente excelente 👌👌👏👏👏