Explores vector spaces equipped with a dot product, allowing measurement of angles and lengths # 🧭 Index - [[Dot Product Projections]] - Use of the dot product formula to produce the vector component of one vector along another - [[Dots Product & Angles]] - Connects two vectors to measure how one vector maps onto another - [[Linear Combinations]] - The combinations of vectors - [[Orthogonality]] - How vectors are oriented to reference - [[Scalar Equations of Lines & Planes]] - Equations that describe lines and planes - [[Vector Length]] - The magnitude of a vector - [[Vectors Addition & Multiplication]] - Covers how vectors are added, subtracted and multiplied - [[Vectors Equations of a Line in 2D]] - Describes a line from a point in 2D - [[Vectors Equations of a Line in 3D]] - Describes a line from a point in 3D - [[Zero Vector]] - The unique vector of all zero --- > 🗂️ You're browsing the Math & Matter Website. [Star it on GitHub](https://github.com/rajeevphysics/Obsidan-Thinkbook) to follow updates and support open learning. ---