Algebra in a nutshell
math teacher during online class: Solve for x and the answer, *shows small whiteboard with 4357894x*2398239x=???* on the webcam
students: bro teacher just mindfucked us
math teacher during online class: Solve for x and the answer, *shows small whiteboard with 4357894x*2398239x=???* on the webcam
students: bro teacher just mindfucked us
by Pinayeet March 23, 2020

" Man, algebra 2 is so hard "
" Naw it's easy go study for 1 picosecond "
" Man now I can solve (z)^pi = -1, algebra is so ez "
" Naw it's easy go study for 1 picosecond "
" Man now I can solve (z)^pi = -1, algebra is so ez "
by Czecho April 17, 2024

When numbers have a mid life crisis and decide to become letters
Also ment to make teenagers hate their lives and stay up all night studying
Also ment to make teenagers hate their lives and stay up all night studying
by Paze789 July 27, 2025

The one phrase created by kareem the stinky man, use this if you don’t want to make friends. Use this if you want to be hated
by STINKY ALGEBRA August 28, 2022

A sigma algebra (or σ-algebra) is to set algebras what sigma males are to males. The Borel hierarchy (the analog of the male hierarchy) is not a σ-algebra at any countable rank; instead the σ-algebra has the largest possible rank -- ω_1, the least uncountable ordinal (under suitable conditions e.g. the Polish space is uncountable. This is known as the non-collapse of the Borel hierarchy).
A σ-algebra is closed under countable union, countable intersection, and relative complement. This means σ-algebras arise naturally in the study of measure theory, where the measurable sets form a σ-algebra.
A σ-algebra is closed under countable union, countable intersection, and relative complement. This means σ-algebras arise naturally in the study of measure theory, where the measurable sets form a σ-algebra.
The algebra of Lebesgue-measurable subsets of R (i.e. the sets of real numbers with a well-defined "length", which is possibly infinity) form a sigma algebra.
by sigma_algebra_grindset June 5, 2022

person 1: yo i got algebra
person2: really? im 4 years younger than you so idk
person1: its shit you dont wanna see
person2: really? im 4 years younger than you so idk
person1: its shit you dont wanna see
by Superdupercajaliststickcrispyd September 6, 2020

The branch of mathematics concerned with the manipulation of mathematical operations, variables, sets, groups, and fields. There are two main branches of algebra.
Elementary algebra is all about functions, combinatorics, and certain calculus concepts. The quadratic formula, the Binomial Theorem, and limits are all found here.
Abstract algebra has a lot to do with groups and set manipulation. Linear algebra, the study of vectors, can be found here as well.
Elementary algebra is all about functions, combinatorics, and certain calculus concepts. The quadratic formula, the Binomial Theorem, and limits are all found here.
Abstract algebra has a lot to do with groups and set manipulation. Linear algebra, the study of vectors, can be found here as well.
The Abel-Ruffini Theorem states that there is no general formula to find the roots of a polynomial equation of degree 5 (quintic) or higher. This is an elementary algebra statement, but is proved using Galois Theory.
by Dracco123 July 22, 2019
