For one, the title is self explanatory; this quiz assess your knowledge of absolutely irreducible polynomials. In the field of mathematics, these are polynomials that are irreducible or indivisible over a complex numbe, the complex field, or every algebraic extension of their respective selves. In general, they are multivariate polynomials defined over the rational numbers.
Simple field
Complex field
Compound field
Multiple field
Algebraic extension of K
Geometric extension of K
Trigonometry rate of K
Multiple patterns of K
Algebraic variety
Geometric variety
Algebraic expression
Geometric expression
Geometric representation
Algebraic representation
Linear representation
Random representation
In a linear form
In a geometric pattern
By polynomial
They have no absolutely irreducible value
Absolute factorization
Absolute decomposition
Absolute disintegration
Absolute computation
Geometric progressions
Polynomials
Arithmetic progressions
Trigonometric rates
Non-constant polynomials
Constant polynomials
Random polynomials
Fractional polynomials
Number of coefficients
Nature of coefficients
Type of coefficients
Value of coefficients
4
3
2
1