Why do we multiply vectors?
Why should we multiply vectors?
How do you multiply matrices? Can we divide a vector by a vector and why? Why do vectors have components and scalars don't? Can the components of a vector also be a vectors? What is the application of vectors in real life? What is the best way to multiply matrices? What is a vector? Can the sum of two vectors be equal to either vector? How are vectors used in real life situations? Is it possible that the resultant of two vectors of equal magnitude has same magnitude as the two vectors have? What is the physical significance of vector triple product? What is a vector quantity? Can the sum of the magnitudes of two vectors ever be equal to the magnitude of the sum of the same two vectors? Why do you need to multiply the denominators when you multiply fractions? WHAT is really a vector? How can I add two vector quantities? Why are matrices/vectors used in machine learning/data analysis? What is a vector divided by a vector? Why do we need arrays when we have vectors in C++? Why can't we divide matrices? Can we add scalar quantity to vector quantity? I've seen vectors described as direction and magnitude, and also as a one dimensional matrix. Are these concepts somehow related, or merely homonyms? What are scalars and vectors? What are the components of a vector? Can you help me solve this vector question? Why is it impossible for vectors to have zero magnitude? Why are denominators multiplied together when we multiply fractions? How do I write vectors and matrices in Latex? What is the difference between multivariate calculus and vector calculus? How do I visualise dot & cross product in vectors?