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47:57 33 - Bending moment and shear diagrams II Session… 33 - Bending moment and shear diagrams II Session 33	33 - Bending moment and shear diagrams II Session 33 2010-11-12 15:28:37+00 algebra auxiliary sciences of history linear operators in calculus geometric centers diagrams d.v.d. notation song recordings produced by rick rubin structural analysis hand side x.x. sheer force chemistry evaluation methods educational stages ontology d.n.a. videonote force systems theory educational psychology fall 2010 thing mathematical analysis solid mechanics latin alphabet anatomy computer companies semiotics mathematical objects syntactic entities left hand elementary mathematics u.t.v. distance body diagram mathematical and quantitative methods (economics) concepts in physics philosophical terminology statics integral calculus quality real analysis problem solving youth systems euclidean geometry students free body mathematical notation moment inertia analytic geometry square inch art movements sign convention moment learning topology language pi linguistics caption complete numerical analysis point imperial units arithmetic rotation logical consequence systems science continuum mechanics mass scientific method logic quadrilaterals d.m. philosophy of mathematics set theory elementary algebra theology aesthetics trigonometry structural system bending moment left free cognitive science elementary geometry round thing piece infographics question control theory circles semantics numbers fundamental theorems writing mechanics geodesy education length minus integral abstract art binary operations formula symbols geometric shapes classical mechanics complex analysis scattering communication measurement formal sciences philosophical logic geometry mechanical engineering From [email protected] 108 plays
49:24 34 - Eigenthings continued Session 34 34 - Eigenthings continued Session 34	34 - Eigenthings continued Session 34 2009-04-13 09:06:26+00 equation characteristic design of experiments polynomials multiplication algebra elementary geometry factor independent times elementary mathematics eigenvalue solid mechanics matrix linearly arithmetic s.. mathematical notation linear algebra mathematical physics interesting videonote caption complete quadrilaterals tensors number multiplicity good eye one determinant equal binary operations lambda dependent matrix theory minus eigenvector abstract algebra chemical processes fundamental theorems contradiction numerical linear algebra vector latin alphabet equations thing continuum mechanics ring theory zero spring 2009 question environmental science educational psychology materials science elementary algebra situation From [email protected] 31 plays
53:24 37 - Complex Eigenvalues and Complex Number… 37 - Complex Eigenvalues and Complex Number Review Session 37	37 - Complex Eigenvalues and Complex Number Review Session 37 2009-04-20 09:05:38+00 z.. eigenvector lambda i.v. elementary special functions mathematical notation number matrix transformation b.. greek alphabet characteristic elementary algebra pio arithmetic matrices fundamental theorems educational psychology minus determinants remember polynomials c.. rotation eigenvalue conjugate complex numbers coefficients multiplication analytic geometry abstract algebra vector equal determinant caption complete equation tensors concepts in physics geometry representation group theory algebra linear algebra kinematics elementary mathematics latin alphabet complex binary operations square videonote complex analysis spring 2009 From [email protected] 59 plays
52:39 36 - Examples of eigen-thing problems and linear… 36 - Examples of eigen-thing problems and linear transformations Session 36	36 - Examples of eigen-thing problems and linear transformations Session 36 2009-04-17 09:06:55+00 answer geography topology minus vector mathematical notation mathematical objects greek alphabet communication multiplication concepts in physics complex analysis south korean girl groups abstract algebra determinants school terminology rotation earth caption complete transformation tensors equations graphics software latin words and phrases problem solving videonote interrogative words and phrases statistical terminology simplification trigonometry remember equal acoustics data analysis software function matrix binary operations elementary mathematics polynomial roots lambda intention logic geodesy elementary algebra linear algebra fundamental theorems question abstraction product theory of probability distributions spring 2009 eigenvector sparse matrices latin alphabet x.. philosophy disambiguation classical mechanics thing matrix theory characteristic times polynomials number eigenvalue determinant interpretation group theory algebra numerical linear algebra grammar From [email protected] 65 plays
50:28 25 - Orthogonal Matrices and Examples Session 25 25 - Orthogonal Matrices and Examples Session 25	25 - Orthogonal Matrices and Examples Session 25 2009-03-23 22:31:07+00 kernel multiplication videonote artificial intelligence equations mathematical notation cognitive science component fundamental theorems hand side matrix linear algebra educational psychology dimension binary operations communication latin alphabet problem abstract algebra question transpose number interpretation elementary algebra symmetric equal c.. vector geography matrices arithmetic orthogonal concepts in physics computer companies geodesy picture algebra linear geometry spring 2009 transformation functional analysis group theory thing mathematical logic psychology evaluation combination notation space one factor grammar philosophy disambiguation caption complete row times problem solving egyptian artefact types column From [email protected] 97 plays