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Does this vector lie in the vector subspace $U$?

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#linear-algebra #matrices #vector-spaces #vectors
117
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Formal Proof for $\textbf{Vect}_k\cong\textbf{Mat}_k$?

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#matrices #vector-spaces #category-theory #vectors #monoidal-categories
288
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Stokes theorem problem involving sketch

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#multivariable-calculus #vectors #vector-analysis #stokes-theorem
107
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Why is $2{\vec d\cdot \vec m\over \vec m\cdot \vec m}\vec m-\vec d=(0,1)$?

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#geometry #vectors
275
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About computing the curl of a vector function

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#vectors #vector-analysis #cross-product
43
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Does there exist such a subspace?

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#linear-algebra #vector-spaces #complex-numbers #vectors #direct-sum
166
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Curvature of a spacecurve that is a derivative of another space curve

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#calculus #derivatives #vectors #curvature
46
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A plane with two points and a line

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#linear-algebra #geometry #vectors #plane-geometry
46
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Why does a rotation about the $z$-axis fix the vector $e_3 = (0,0,1)$

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#geometry #vectors
634
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Clay Institute Navier Stokes

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#partial-differential-equations #vectors #matrix-equations
154
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Work Done by the Combined Vectors

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#calculus #vectors #physics
3.1k
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Given two columns vectors, $X$ and $Y$, solve $AX=Y$ for the matrix $A$

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#matrices #vectors
190
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If $a=\langle12,5\rangle$ and $b=\langle6,8\rangle$, give orthogonal vectors $u_1$ and $u_2$ that $u_1$ lies on a and $u_1+u_2=b$

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#algebra-precalculus #vectors
633
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Determine whether a point is inside a square

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#vectors #3d
42
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Matrix/vector algebra: is this true?

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#linear-algebra #matrices #proof-verification #vectors

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