📐 Subespacios Vectoriales | Ejercicios Resueltos | Solucionario Álgebra Lineal (Grossman)

In this video, we solve several exercises from the solutions manual of Stanley Grossman's *Linear Algebra*, analyzing whether certain sets are vector subspaces of R^2. ✅ In each case, we determine if the set is a subspace of R^2 by applying the fundamental criteria: Contains the zero vector Closed under vector addition Closed under scalar multiplication 🎓 Ideal for students of mathematics, engineering, economics, and any university course covering vector spaces and subspaces. 🧠 Learn step by step with clear explanations, graphical examples, and rigorous mathematical justifications. 👉 Subscribe for more solved exercises on matrices, linear systems, kernels, ranks, linear combinations, and more. #VectorSubspaces #LinearAlgebra #StanleyGrossman #SolvedExercises #UniversityMathematics #VectorSpaces #GrossmanSolutions 📘 Exercises included: 0:01 H={(x,y):x=3,y∈R} 12:27 H={(x,y):y≥0} 19:37 H={(x,y):x=y} 25:15 H={(x,y):y=2x}