# Find Complex and Real Solutions to the Quintic Equation (x^5)+(x^4)+(x^3)+(x^2)+x=-1

21 Views· 03/08/23
HighSchoolMath
2 Subscribers

Can you solve the given Quintic Equation (x^5)+(x^4)+(x^3)+(x^2)+x=-1 for x? x are complex numbers. Quintic means power five! Step-by-step tutorial by PreMath.com

Today I will teach you tips and tricks to solve the given olympiad math question in a simple and easy way. Learn how to prepare for Math Olympiad fast!
Step-by-step tutorial by PreMath.com

https://youtu.be/g8rqv0Pb3MQ

Need help with solving this Math Olympiad Question? You're in the right place!

I have over 20 years of experience teaching Mathematics at American schools, colleges, and universities. Learn more about me at

Find Complex and Real Solutions to the Quintic Equation (x^5)+(x^4)+(x^3)+(x^2)+x=-1 | Math Olympiad

Olympiad Mathematical Question! | Learn Tips how to solve Olympiad Question without hassle and anxiety!

#PreMath #PreMath.com #MathOlympics #HowToThinkOutsideTheBox #ThinkOutsideTheBox #HowToThinkOutsideTheBox? #OlympiadMathematics #CollegeEntranceQuestion #CollegeEntranceExam #Quintic #QuinticEquations #ComplexNumbers #ImaginaryNumbers
#QuarticEquation #QuarticEquations #CompetitiveExam #CompetitiveExams

How to solve Olympiad Mathematical Question
How to prepare for Math Olympiad
How to Solve international math olympiad questions
international math olympiad questions and solutions
blackpenredpen
math olympics
olympics math
olympics mathematics
olympics math activities
olympics math competition
How to win the International Math Olympiad | Po-Shen Loh and Lex Fridman
Po-Shen Loh and Lex Fridman
Number Theory
There is a ridiculously easy way to solve this Olympiad qualifier problem
This U.S. Olympiad Coach Has a Unique Approach to Math
The Map of Mathematics
mathcounts
math at work
exponential equation
system of equations
solve system of equations
solve the equation
Learn how to solve exponential equation quickly
pre math
imo
gre math
math games
sat math
act math
math riddles
math puzzles
College Entrance Question
College Entrance Exam
Quartic Equation
Quartic Equations
competitive exam
Competitive Exams
Exponential Equation
exponential equations
Real solutions
Imaginary solutions
solve Quintic Equation (x^5)+(x^4)+(x^3)+(x^2)+x=-1
Complex Numbers
imaginary Numbers

Subscribe Now as the ultimate shots of Math doses are on their way to fill your minds with the knowledge and wisdom once again.