Cracking Cubic System of Equations | Insights from Germany Math Olympiad

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Cracking Cubic System of Equations | Insights from Germany Math Olympiad
solving cubic system equations with this illuminating video, featuring insights from the Germany Math Olympiad. Discover effective strategies and techniques used by top mathematicians to crack complex equations. Dive deep into the world of mathematical problem-solving and elevate your skills to Olympiad level! #cubicequation #matholympiad #problemsolving #olympiad #mathematics #mathtips #algebra
Topics covered:
System of equations
Algebra
Cubic equation
Algebraic identities
Algebraic manipulations
Solving systems of equations
Factorization
Math tutorial
Math Olympiad
Math Olympiad Preparation
Timestamps:
0:00 Introduction
0:48 Algebraic identities
1:58 Algebraic manipulations
5:05 Solving cubic equation using factorization
7:28 Quadratic equation
7:50 Quadratic formula
10:51 Answers
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Thanks for watching!
@infyGyan

[@woobjun2582]

Multiplying 27 to 2nd Eqn
was hard to think of. Thanks a lot for the nice lecture ^.^

[@mircoceccarelli6689]

👍👍👍
y^2 - y - 1 = 0
y = phi > 0 , y = 1 - phi < 0
phi = ( 1 + sqrx( 5 ) )÷2
😊😁🤪👋👋

[@tejpalsingh366]

x=y=1

[@user-xf6kx7qn1f]

Lengthy answer.

[@mohammedsaysrashid3587]

Wonderful explanation with three real solutions...thank you Sir 🙏

[@infyGyan]

Thanks for watching 🙏

[@abcekkdo3749]

X=1,y=1

[@Chacal0152]

Si x = ky llegamos al mismo resultado

[@user-nd7th3hy4l]

X=1. et Y=1