👉 (grammar) A conditional sentence; a statement that depends on a condition being true or false.

Alright class, settle down and let’s take a peek, At ‘conditional,’ a word we need to speak! The dictionary gives us a helpful clue, "A grammar thing," it says, "it's true!" It means a sentence, you see, with a twist, Its meaning changes – don’t you resist! It depends on something, a condition bright, If that condition’s true, or shining light. Like saying “I will go,” if the weather's fine, A conditional promise, truly divine! Or "If you study hard," then success you’ll find, The 'if' part is key, for a clever mind! So think of it this way, a rule to obey, ‘Conditional’ sentences brighten your day! Do you have any questions? Don’t be shy, Let’s explore these conditions, reaching high!

👉 Conditional qualification

Alright class, settle down and listen close to me, We’ve got a tricky word for you, you see! The dictionary tells us, clear and bright, "Conditional Qualification," what is it right? Let’s break it down with a little rhyme, To make this concept perfectly prime. “ Q ” stands for Qualified , that's the key, But there's a condition you must agree! It means something needs to be true, Before you’re considered – it’s up to you! Think of it like this: a test you must pass, Or some skill you need to amass. A certain score, or a specific trait, That qualifies you, before it's too late! So "Conditional Qualification" – don’t you see? It means being qualified under decree , With certain rules and conditions set in place, To earn your title with style and grace! Do you have any questions, my dear students bright?

👉 Conditionalism is an ethical theory that posits that certain moral principles or duties can be deduced from a set of predetermined, universal rules. This means that some fundamental values are inherently good and cannot be changed by changing the rules. In other words, if we have certain conditions, such as "everybody should behave in a way that is fair" or "everybody should give something to others," then we can logically deduce these conditions from an established set of universally applicable rules. The theory

conditionalism

👉 In statistics, a conditionalist is a type of statistical model that assumes that the data generating process (DGP) for an experiment or survey can be described by a set of random variables. These variables are assumed to be independent and identically distributed (i.i.d.) under the DGP. Conditionalist models differ from other types of regression models, which assume that the relationship between two variables is linear. In conditionalist models, there is no linear relationship between the two variables. Instead, the

conditionalist

👉 Conditionality is a concept in linguistics that refers to the ability of human beings to understand and follow certain rules or conventions. It involves the ability to interpret information from one's environment, such as language usage, cultural context, or social norms. In simple terms, conditionality means being able to make sense of the world around us through our senses, which allows us to use language effectively in communication. This can be seen in various languages and cultures where individuals are expected to understand and follow certain rules

conditionality

👉 In mathematics, a conditional is an expression that has two parts: an "if" statement and an "else" statement. The "if" part of the conditional expresses whether something must be true or not if the condition holds, while the "else" part expresses whether something must be false or not if the condition does not hold. For example, in a conditional statement like this: ``` If x > 0 Then y = x + 2 Else y = x

conditionalities

👉 Conditionalization is a process in computer vision where an image or video sequence is divided into smaller, more manageable parts called frames. These frames are then combined to form a final output image or video. This method allows for efficient processing of large volumes of data by reducing the overall size and complexity of the images.

conditionalize

👉 The term "conditionally" is used in mathematics to describe a relationship between two or more variables. It means that one variable can have an effect on another, but not the other way around. For example, consider two variables A and B. If A increases while B remains constant, then A does not cause B to change. However, if B increases while A stays the same, then A causes B to change. This is a conditionally relationship between the two variables.

conditionally

👉 Conditional statements in programming are used to define conditions and then execute different code blocks based on those conditions. These statements are often used in conditional logic, where one variable is evaluated before another, allowing for control flow based on that evaluation.

conditionals

👉 Conditional is a biological concept that describes how an organism's body receives information about its environment, allowing it to make decisions based on these conditions rather than solely relying on innate behaviors or instincts. This allows for adaptation and evolution over time.

Conditional