A Nice Algebra problem from Russia | Inequality Proofs | Geendle

Hello friends! Welcome to Geendle!
Please kindly ask for your signature. You help me a lot.
#squareroot ,#crossmultiplicationmethod ,#division ,#fraction ,#maths ,#algebra ,#subtraction ,#calculus , #Math, #mathematics , #Algebra, #Geometry, #Calculus, #Trigonometry, #statistics , #probability , #linearalgebra , #numbertheory , #Topology, #mathproblems , #mathhelp , #mathtutorial , #MathLessons, #MathEducation, #MathTeacher, #mathstudent , #MathFun, #MathPuzzle, #mathhistory , #mathexplained , #MathForKids, #MathChallenge, #mathisfun
This comprehensive list covers a wide range of topics that can be addressed in math-related content.
Algebra:
Equations
Inequalities
Polynomials
Functions
Systems of Equations
Exponential and Logarithmic Functions
Geometry:
Euclidean Geometry
Coordinate Geometry
Trigonometry
Geometric Transformations
Solid Geometry
Geometric Proofs
Calculus:
Limits
Derivatives
Integrals
Differential Equations
Multivariable Calculus
Sequences and Series
Statistics and Probability:
Descriptive Statistics
Inferential Statistics
Probability Theory
Random Variables
Probability Distributions
Hypothesis Testing
Linear Algebra:
Vectors
Matrices
Determinants
Eigenvalues and Eigenvectors
Vector Spaces
Linear Transformations
Number Theory:
Divisibility
Prime Numbers
Modular Arithmetic
Diophantine Equations
Cryptography
Fermat’s and Euler’s Theorems
Discrete Mathematics:
Combinatorics
Graph Theory
Logic
Set Theory
Algorithms
Boolean Algebra
Topology:
Topological Spaces
Continuity
Compactness
Homotopy
Fundamental Group
Manifolds
Functional Analysis:
Banach Spaces
Hilbert Spaces
Linear Operators
Normed Spaces
Spectral Theory
Fourier Analysis
Mathematical Logic:
Propositional Logic
Predicate Logic
Model Theory
Proof Theory
Set Theory
Computability Theory
Abstract Algebra:
Groups
Rings
Fields
Modules
Galois Theory
Homomorphisms
Applied Mathematics:
Numerical Analysis
Optimization
Differential Equations
Mathematical Modeling
Control Theory
Game Theory
Recreational Mathematics:
Puzzles
Magic Squares
Mathematical Games
Mathematical Paradoxes
Mathematical Art
Fractals
History of Mathematics:
Ancient Mathematics
Medieval Mathematics
Renaissance Mathematics
Modern Mathematics
Biographies of Mathematicians
Development of Mathematical Theories
Mathematics in Computing:
Algorithms
Data Structures
Computational Complexity
Cryptography
Information Theory
Machine Learning
Mathematics in Natural Sciences:
Mathematical Physics
Mathematical Biology
Mathematical Chemistry
Environmental Mathematics
Financial Mathematics
Actuarial Science
Exam Preparation:
SAT Math
ACT Math
GRE Math
GMAT Math
Math Olympiad
College Entrance Exams
Thanks for visiting!

[@user-ri6si4co9t]

Nice work! Continue in this way, bro!

[@BajrangJat-mr1gu]

Hello

[@ericsonmario5337]

Graet Bro, You need just keep going

[@Geendle]

Dear, www.youtube.com/@ericsonmario5337 Thank you!

[@theupson]

a more structured approach is to start with the difference between the two sides of your objective, and show that it reduces to zero. to do that all you need is to replace c with -a-b, and just systematically distribute collect and cancel. my work was a bit briefer than yours, but more importantly a 14 year old with command of the binomial expansion formula could have anticipated my every step.
"when losing, complicate. when winning, simplify"

[@Geendle]

www.youtube.com/@theupson, Thank you. I'll try your idea in one of the next video!