Fonksiyonlar Mutlak değer, Bileşke, Parçalı ve Diğer Fonksiyonlar — 3 Boyutlu Fonksiyonlar

In the first part, we saw what functions are. Now you will see what they can do. In this video, functions leave the paper and move into the third dimension. From the sharp corner of absolute value to 3D surfaces, from gradient fields to spiraling curves in space — everything is fully visual. Don’t forget to subscribe, like, and comment to stay updated on upcoming videos. No walls of text. No memorization. Just pure animation and intuition. ⏱ Contents: Introduction — Transition to the third dimension Absolute value function Piecewise function Composite function Introduction to multivariable functions 3D surface functions Partial derivative visualization Gradient vector field Vector-valued function — Helix Function transformations Even and odd functions Limits and continuity Derivative — From secant to tangent Closing — Panorama of all functions What’s in this video? → The sharp corner of absolute value → How piecewise functions follow different rules → The “flow of light” between three sets in composition → How f(x,y) becomes 3D surfaces → Partial derivatives as cross-sectional curves → Gradients perpendicular to contour lines → A spiraling helix in space and its tangent vector → The moment a secant becomes a tangent → Symmetry of even functions → Symmetry of odd functions This video was created using Manim. Who is this for? ✓ High school students preparing for YKS / TYT / AYT ✓ University students taking Math 1–2 / Calculus ✓ Engineering and physics students ✓ Anyone who wants to understand math visually #functions #mathematics #3d #absolutevalue #gradient #derivative #visualmath