(3x-1)(5x-1)(2x-1)

A cubic polynomial function with three distinct linear roots.

AlgebraPolynomialMathematicsExpression

Complexity

Current best complexity is 116:

(3x-1)(5x-1)(2x-1)
116
Discover this myself!

Statistics

Discovered by
1board
Best recipe held by
1board
First discovered
2 hoursago
Crafted
1time
Made with
1recipe
Used in
1recipe

Highlights

  1. First discovered by
    Hello5184's board
    · 2 hours ago
  2. Lowest complexity116first held by
    Hello5184's board
    · 2 hours ago
  3. Last crafted by
    Hello5184's board
    · 2 hours ago
  4. Last used in a recipe by
    Hello5184's board
    · 2 hours ago

Related concepts

Infinity
Delta
Binary System
Fractal
Sphere
Double
Tesseract
Infinite
Cube
Delta squared
Hypercube
Hexadecuple

Technical information

Concept ID
250410
Color
#3d85c6
Emoji
📐/📊✖️
Categories
Algebra, Polynomial, Mathematics, Expression
Best complexity
116
First discovered
Jun 24, 2026, 13:13 UTC
Trademarked
No
Copyrighted
No

About "(3x-1)(5x-1)(2x-1)" concept

(3x-1)(5x-1)(2x-1) can be discovered in Concepts, categorized under Algebra, Polynomial, Mathematics, Expression. A cubic polynomial function with three distinct linear roots.

It has been discovered by 1 board and crafted 1 time, first appearing 2 hours ago. (3x-1)(5x-1)(2x-1) can be created from 1 recipe, and goes on to appear as an ingredient in 1 other.

(3x-1)(5x-1)(2x-1) was first discovered by Hello5184's board 2 hours ago. They also hold the lowest-complexity recipe, at 116.

Related concepts worth exploring include Infinity, Delta, Binary System, Fractal, Sphere, Double, and 6 more.

(3x-1)(5x-1)(2x-1) 📐 | Concepts