Outrageously Funny Word Dictionary :: Coequal

👉 The term "coequal" is a mathematical concept in set theory and algebra. It refers to two sets that are equal, but not necessarily equivalent. In set theory, two sets A and B are said to be equal if they have exactly the same elements, regardless of their order or the correspondence between them. This means that for any element x in either set A or B, there exists an element y in the other set such that x = y. In algebra, coequal refers to two

coequal

👉 In mathematics, a coequality is an equation that contains two or more variables and one of them is equal to the sum of the other two. For example, the equation x + y = 3 is a coequality because it can be rewritten as y = 3 - x. The concept of coequations arises in algebraic equations where there are multiple solutions. In these cases, the solution that satisfies both sides of the equation will also satisfy the original equation. For example, if x

coequality

👉 The term "coequalize" refers to a situation where two or more people have different preferences, opinions, or expectations about something. In this context, it means that there is an imbalance of power between the two parties involved and they are unable to agree on how to proceed. For example, if someone has a preference for a certain color while another person prefers a different one, these individuals may be coequalized by not being able to agree on how to divide the resources allocated to achieve their

coequalize

👉 In mathematics, "coequally" refers to two or more quantities that are of equal value. It is a mathematical term used in algebra and calculus to describe situations where one quantity (the numerator) is equal to another quantity (the denominator). For example, if you have two numbers, 3 and 6, and you multiply them together, the result would be 9 (since 3
6 = 18), but if you divide both of those quantities by 2

coequally

👉 In mathematics, coequalization is a concept used in algebraic geometry and algebraic topology. It refers to two objects being equal when they are obtained by considering only those properties that are preserved under certain operations on these objects. Specifically, if A and B are two objects in a category or a topological space, then the coequalizer of A and B is defined as follows: $$ \text{coequalizer}(A, B) = \{(x, f(x)) |

coequalness

👉 In mathematics, "coequals" is a mathematical concept that refers to the equality of two expressions or variables. It can be defined as follows: If a and b are two expressions or variables, then (a = b) means that a equals b in some sense. This implies that one expression or variable may have been substituted for another in order to achieve the equality. For example: - If a = 3 + 2, then it is true that a equals 5. - If

coequals