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What is a function, really? Most people think a function is just a formula like f(x) = x/2 But that’s only part of the story. In this visual lesson, we rebuild the concept of relations and functions from first principles: not memorized rules, not tricks, but structure. We start with sets. → We define domain, codomain, and range properly. → We clarify why f is the function, not f(x). → We see why the rule alone does NOT define a function. → We connect formulas to graphs through ordered pairs. → And finally, we understand the Vertical Line Test from the definition (not as a trick, but as a logical consequence.) By the end, the famous Vertical Line Test won’t feel like a trick, it will feel inevitable. 🔹 Understand why a function is more than just a rule 🔹 See why domain and codomain are part of the definition 🔹 Discover how ordered pairs become graphs 🔹 Learn why one input must connect to exactly one output 🔹 Finally understand the Vertical Line Test This isn’t about memorizing procedures. It’s about seeing structure. ⸻ 📚 Continue Learning (Completely FREE) Practice visualizing graphs and domains interactively: 👉 Explore functions on GeoGebra https://www.geogebra.org/geometry/zrz... ⸻ 🌐 Want personalized academic support? 👉 https://lhtutor.com/ Get 1-on-1 online tutoring from top international tutors at LightHouse Global— your academic partner for IB, College Applications, and School Subjects. ⸻ 📚 Part of the C-Infinity Series Exploring structure, geometry, and the hidden architecture behind mathematics. ✨ Subscribe for more math visualizations that make abstract ideas feel real: / @c-infinity ⸻ 🎥 Chapters 0:00 Relation and Function 2:14 Domain, codomain, and rule 3:20 What makes a function a function? 4:07 Applying the definition on numbers 6:54 Graph of the Function 8:21 The Vertical Line Test 9:35 Today's Summary #maths #function #education #relation #algebra #precalculus #ibmath