👉 An addition or annex to a group, set, or total.

Alright class, settle down, let’s take a look, At a word that’s important, a thoughtful hook! We’ve got “inclusion” on the board today, Let's break it down in a helpful way. The dictionary gives us a simple clue, "An addition or annex," is what you view. Think of a building, a room extra bright, Added to the whole, a beautiful sight! But inclusion goes deeper, don’t you see? It's not just adding – it’s about being free! To belong and feel valued, safe and sound, Within a group where everyone is found. It means welcoming differences, near and far, Like shining stars, each one a guiding star. Creating spaces where everyone can thrive, And truly be included, happy to survive! So it’s more than just a building's extra space, It’s about acceptance with kindness and grace. Does that make sense? Any questions you might pose?

👉 In mathematics, an inclusion relation is a binary relation on a set \(X\) that has the following properties: 1. Reflexivity: For all elements \(x\in X\), the relation holds that for every element \(y\) in \(X\), \(x \in y\). 2. Symmetry: For all elements \(x, y \in X\), if \(x \in y\), then \(y \in x\). 3. Transitivity: If \(

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👉 The term "inclusionist" refers to a political ideology that advocates for the inclusion of marginalized communities into mainstream society. These ideologies often hold that marginalized groups should be given equal opportunities and rights, regardless of their social status or background. Inclusionists often argue that by acknowledging and valuing diversity, they can create a more just and equitable society. Some key features of an inclusionist ideology include: 1. Acknowledging the existence of different identities: Inclusionists believe that it is essential

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👉 Inclusion-Exclusion Principle

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👉 Inclusion criterion

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