Vieta's formulas
Vieta's formulas
Relating coefficients and roots of a polynomial.
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Readers' pathsAug 2026 – Oct 2026
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François Viète
French mathematician (1540–1603).
34%
Quadratic equation
Polynomial equation of degree two.
8.2%
Fundamental theorem of algebra
Every polynomial has a real or complex root.
6.7%
Viète's formula
Infinite product converging to 2/π.
6.4%
Albert Girard
French–Dutch mathematician.
1.5%
Polynomial
Type of mathematical expression.
1.4%
Zero of a function
Point where function's value is zero.
1%
Cubic function
Polynomial function of degree 3.
0.86%
Complex number
Number with a real and an imaginary part.
0.36%
Mathematical proof
Reasoning for mathematical statements.
0.36%
Readers come from
Share of the 1,911 readers arriving from another article
Quadratic formula
Formula that provides the solutions to a quadratic equation.
15%
François Viète
French mathematician (1540–1603).
13%
Cubic equation
Polynomial equation of degree 3.
13%
Quadratic equation
Polynomial equation of degree two.
12%
Viète's formula
Infinite product converging to 2/π.
5.1%
Zero of a function
Point where function's value is zero.
2.6%
Galois theory
Mathematical connection between field theory and group theory.
1.8%
Polynomial
Type of mathematical expression.
1.7%
Root of unity
Number with an integer power equal to 1.
1.4%