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New posts in vectors
Formality of Units in Cross Product
linear-algebra
vector-spaces
vectors
cross-product
Find the equation of the plane knowing that it passes through 3 points
calculus
vector-analysis
vectors
cross-product
determination of the volume of a parallelepiped
calculus
linear-algebra
vectors
Sum of the components of a vector [duplicate]
linear-algebra
vectors
Is a vector's linear coefficients on non-orthogonal vectors equal to its projection on them?
vectors
Is there a possible geometric method to find length of this equilateral triangle?
geometry
vectors
euclidean-geometry
analytic-geometry
geometric-transformation
English names for vector beginning and end
linear-algebra
vectors
terminology
Can it be true that $\|v^t x\|>1$?
vector-spaces
vectors
cross-product
Proof for showing that $\text{dim}(W)\leq \text{dim}(V)$
linear-algebra
vector-spaces
proof-writing
solution-verification
vectors
What is the difference between a vector and its transpose?
linear-algebra
vectors
Particle on vertex of a polygon moving towards adjacent particle.
integration
algebra-precalculus
geometry
vectors
classical-mechanics
Is the standard definition of vector wrong?
vectors
economics
Gradient steepest direction and normal to surface?
multivariable-calculus
vectors
Can anyone please explain the the difference between a vector and a matrix?
linear-algebra
matrices
ordinary-differential-equations
vectors
terminology
Volume of tetrahedron using cross and dot product
vectors
volume
cross-product
How to find the vector formula for the bisector of given two vectors?
vectors
For two vectors $a$ and $b$, why does $\cos(θ)$ equal the dot product of $a$ and $b$ divided by the product of the vectors' magnitudes?
linear-algebra
vectors
Equation of a plane passing through 3 points
linear-algebra
vectors
analytic-geometry
3d
Why doesn't the dot product give you the coefficients of the linear combination?
linear-algebra
vector-spaces
vectors
The difference between applying a rotation matrix to a vector (points) and to a matrix (transformation)
linear-algebra
matrices
vectors
rotations
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