Outrageously Funny Word Dictionary :: Equivale

👉 Anything that is virtually equal to something else, or has the same value, force, etc.

Alright class, settle down now, let’s take a peek, At a word that’s important, clever and sleek! We’re talking about ‘equivalent,’ you see, It’s more than just “equal,” it’s a bit fancy, agree? The dictionary gives us this helpful line: “Anything that is virtually equal to something else, or has the same value, force, etc.” Let's break that down with a little rhyme, To make sure you grasp it perfectly in time. Equivalent means things are close and near, Like measuring cups, banishing all fear! If you need one cup of flour, light and free, And another says half a cup, you’ll still be happy to see – They're equivalent, they both give the same amount, A perfect match, without a doubt! Think about weights, or numbers too, Equivalent means they’re just like two! It could be length, it could be speed, Just as much as another, indeed! So remember this: 'Virtually equal' is key, To understanding ‘equivalent,’ you see! Now, does anyone have a question or two? Don’t be shy, let's discuss through!

👉 Equivalence in mathematics refers to two mathematical expressions or statements being equivalent. They are considered equal, meaning they have the same values or properties under specific conditions. For example: 1. 2 + 3 = 5 2. 4
6 = 24 In this case, both expressions represent the same number (5) when evaluated under the same conditions. Therefore, "equivalence" in mathematics means that two mathematical expressions or statements are considered equal if they have the

equivalve

👉 "Equivalent" in this context refers to something that is exactly the same or nearly the same as another thing. For example, "equating" means comparing two numbers or quantities so closely that they are essentially equal. In more formal language, an equivalent relationship between two things can be defined as a set of properties that both things share but not in a way that makes them unequal. These properties typically involve a comparison between the two objects, such as equality, inequality, or proportionality. For example

equivalents

👉 The term "equivalently" is a phrase used to indicate that two things are equivalent or identical. It means they have the same properties, characteristics, or qualities. For example, if you say "the sky is blue," you mean that both the sky and the color of the sky are blue, even though they may appear different from one another in the human eye. In this context, "equivalently" refers to comparing two things so that they can be compared with each other.

equivalently

👉 The term "equivalencing" generally refers to a process or method where one entity is considered equivalent to another in terms of attributes, qualities, or characteristics. It can be used in various contexts such as mathematics, logic, and philosophy. In mathematics, for example, if you have two numbers x and y that are equal, this means they have the same value or property. This concept is often applied in algebraic equations to find solutions where one variable equals another. In logic, "equ

equivalencing

👉 In mathematics, an equivalence relation is a binary relation that is reflexive (means it always returns true), symmetric (always returns the same value for both elements in the set), and transitive (it also returns the same value when one element is added to the other). These properties are fundamental in many areas of mathematics.

equivalencies

👉 The concept of "equivalence" in mathematics refers to two or more mathematical objects being equal. It can be defined as a property that both objects share, such as being able to represent each other in some way using specific symbols and operations. Equivalency is fundamental in many areas of mathematics, including algebra, geometry, calculus, topology, and analysis.

equivalency

👉 In mathematics, an equivalence relation is a binary relation on a set S that is reflexive (every element of S is related to itself), symmetric (for every x and y in S, if xRy then yRx), and transitive (for every x, y, z in S, if xRy and yRz then xRz). These properties ensure the relation is a symmetry preserving binary relation. For example, consider two sets A and B. The set of all

equivalences

👉 "Equivalenced" is a phrase that refers to something or someone being equivalent to another. It implies that they are similar in some way, but not identical. In many contexts, it can also mean that two things are similar in terms of their characteristics, qualities, or similarities. For example: - "The company's new product is equally effective as the one we used before." - "He has a similar taste to the person he's been dating for months." In this context, "

equivalenced

👉 Equivalence is a relationship between two things that are considered equal or similar in some way. It can be defined as a mutual equality, meaning that they have the same properties and characteristics. For example, if one object has a certain color, shape, size, or material, it is said to be equivalent to another object with the same characteristics.

equivalence