Outrageously Funny Word Dictionary :: Independent

👉 A candidate or voter not affiliated with any political party, a freethinker, free of a party platform.

Alright class, settle down and let’s take a peek, At the word "independent," what does it truly speak? The dictionary gives us a helpful clue, About voters and thinkers, honest and true. It says an “independent” isn't tied to a team, No political party, a hopeful dream! They don’t follow a platform, set in stone, Their own thoughts and beliefs are brightly shown. Think of it like this: you choose your own way, To make decisions – that’s what "independent" may say! It’s about freedom, a mind clear and bright, Forming opinions with all of your might. So remember the meaning, don't let it slip away, An independent thinker shines every day! Now, does anyone have any questions to share? Let’s discuss!

👉 In an independent manner.

Alright class, settle down now, let’s take a peek, At the word “independently,” a concept we must seek! The dictionary tells us, quite clear and bright, “In an independent manner,” shining with light. Now, what does that really mean, you see? It means doing something by yourself, completely free! Think of building blocks, one at a time, it's true, Not asking for help, and working just for you. Like drawing a picture, with colors bold and new, Creating your own vision, honest and true. Or writing a story, let your thoughts all flow, Without someone telling you where to go! It’s about self-reliance, taking the lead, Doing things on your own, fulfilling a need. So “independently” means acting alone, with grace, And trusting in yourself, at your own pace! Do you have any questions? Let's discuss it with glee, Understanding this word is key for you and me!

👉 Independent in mathematics refers to a mathematical concept where two or more variables are considered independent of each other. These variables are not directly related to one another but have certain relationships with each other, such as linear relationship, quadratic relation, etc. For example, consider two variables x and y, where both x and y are positive real numbers. If we say that x is independent of y, then the equation x = y cannot be true for any value of y. However, if we say

independing

👉 In mathematics, an independent variable is a variable that can take on any value other than its own. It is often used in algebraic and mathematical contexts to represent unknowns or variables whose values are not fixed at the outset of a problem or calculation. Independent variables allow us to manipulate equations without affecting the solution for another variable. For example, if we have an equation like x + y = 10, then x can be any value between -10 and 10 while y remains

independents

👉 Independentism is a political philosophy that advocates for a separation of powers in government, where each branch of government has limited power and responsibility. This principle was originally developed by Thomas Jefferson as an argument against the perceived tyranny of the federal government under President George Washington. The idea that there should be no one entity with too much power to govern effectively is central to independentism.

independentism

👉 The word "independent" comes from Greek and means "not dependent on anything else." In other words, it's not subject to external influences or requirements, like a ship, for its own direction. Definition: "Independence" in the context of Hebrew Scripture refers to having a will by which one has a command or authority. It is used to describe the power and independence of God. In more general terms, it means that people are not dependent on others, but rather have their own choices, beliefs, actions, or intentions that they take responsibility for. This implies freedom from external pressures and constraints. Example: "The Lord's faithfulness was a sign of his independence."

Independent

👉 Okay, let’s tackle that wonderfully specific-sounding phrase! Now, a “ 

Independent              100% Not Trying To Sell You Anything (Probably)‚—¨—————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————————