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Vectors applied at one point, property of the sum of vector outer product, unit vectors, linear independence, bases, inner product, orthogonal component of a vector according to a line oriented r, vector product, matrix, square matrices, the sum of matrices, outdoor product , product lines for columns of two matrices, diagonal matrix, triangular geometric interpretation of the product of matrices, matrix transpose - symmetrical - invertible, determinant of a square matrix, algebraic addition theorem of Laplace, matrix addition, properties of determinants of rank a matrix theorem edged, real vector space, linear combination, independence - linear dependence vectors, coplanar vectors, based on a vector space - the canonical dimension of space - subspace, linear systems, geometric appearance, homogeneous system - square - compatible - incompatible - equivalent method of Gauss elimination, theorem-frills hair - Cramer, basic changes, diagonalization of a matrix, eigenvalue, eigenvector, diagonalizable matrix properties, multiplicity algebraic - geometric, affine geometry of the floor - space , parametric equation r, directors parameters, position the two lines, tow lines, parametric equations - Cartesian intersection - parallel planes, intersecting straight - plan, tow planes, intersection of two lines, Euclidean geometry, direction cosines, angles between two lines, cosine of the angle between two planes, distance-point line in the plan.
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" Geometry AA 2004/2005 Category: Lectures, Lecture notes of Geometry - Prof. Rosaria Rota - 6 credits. Exams: Exam supported by written evidence.
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And 'release Statics, software for iPhone and iPod touch, mostly engineers, architects, surveyors and students. Easily solve many significant patterns of beams and solutions from more practical form included! 
