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Mat 223 midterm prep

Marina Mondria munteis Mathematics Inglés 68 fichas

Mat 223 midterm prep

Fichas del conjunto (68)

  1. 1Definition 1.6 (augmented/coefficient matrices)-Definition 1.6 (augmented/coefficient matrices)
  2. 2Definition 1.9 (equivalent)Definition 1.9 (equivalent)
  3. 3Definition 1.13(pivot)Definition 1.13(pivot)
  4. 4Definition 1.22(pivot columns, basic variables, and free variables)Definition 1.22(pivot columns, basic variables, and free variables)
  5. 5Definition 1.25 (consistent and inconsistent systems)Definition 1.25 (consistent and inconsistent systems)
  6. 6Theorem 1.26 (Rouché cappelli)Theorem 1.26 (Rouché cappelli)
  7. 7Definition 2.10(linear combinations)Definition 2.10(linear combinations)
  8. 8Definition 2.11(spans)Definition 2.11(spans)
  9. 9Definition 2.12(geometric definition of linear dependence and independence)Definition 2.12(geometric definition of linear dependence and independence)
  10. 10Definition 2.13(algebraic definition of linear dependence and independenceDefinition 2.13(algebraic definition of linear dependence and independence
  11. 11Activity 25 (geometric → algebraic)Activity 25 (geometric → algebraic)
  12. 12Definition 3.1(subspaces, vector spaces)Definition 3.1(subspaces, vector spaces)
  13. 13Definition3.5 (generating/spanning set)Definition3.5 (generating/spanning set)
  14. 14Definition 3.6(basis)Definition 3.6(basis)
  15. 15Theorem 3.4.Theorem 3.4.
  16. 16Definition 3.9(dimension)Definition 3.9(dimension)
  17. 17Definition 4.1( column space + null space)Definition 4.1( column space + null space)
  18. 18Definition 4.3 (rank, nullity)Definition 4.3 (rank, nullity)
  19. 19Definition 4.6 (row space)Definition 4.6 (row space)
  20. 20Theorem 4.7Theorem 4.7
  21. 21Activity 4.4Activity 4.4
  22. 22Theorem 4.10Theorem 4.10
  23. 23Definition 5.1( linear transformation)Definition 5.1( linear transformation)
  24. 24Definition 5.2 (matrix transformation (along with the notation T_ -A))Definition 5.2 (matrix transformation (along with the notation T_ -A))
  25. 25Theorem 5.4Theorem 5.4
  26. 26Definition 5.5 (defining matrix (along with the notation A_F))Definition 5.5 (defining matrix (along with the notation A_F))
  27. 27Definition 5.6 (matrix product)Definition 5.6 (matrix product)
  28. 28Definition 5.10 (kernel + image)Definition 5.10 (kernel + image)
  29. 29Definition 6.1(injective, surjective, and bijective functions)Definition 6.1(injective, surjective, and bijective functions)
  30. 30Definition 6.5 (isomorphism)Definition 6.5 (isomorphism)
  31. 31Theorem 6.3Theorem 6.3
  32. 32Definition 6.12 (identity matrix)Definition 6.12 (identity matrix)
  33. 33Definition 6.13(inverse matrix, geometric definition)Definition 6.13(inverse matrix, geometric definition)
  34. 34Definition 6.14(inverse matrix, algebraic definition)Definition 6.14(inverse matrix, algebraic definition)
  35. 35Unit SquareUnit Square
  36. 36Determinant(2x2)Determinant(2x2)
  37. 37Unit CubeUnit Cube
  38. 38Determinant (3x3)Determinant (3x3)
  39. 39MinorMinor
  40. 40Definition 7.14Definition 7.14
  41. 41Corollary 7.21Corollary 7.21
  42. 42EigenvectorEigenvector
  43. 43Proposition 8.2Proposition 8.2
  44. 44EigenspaceEigenspace
  45. 45Proposition 8.4Proposition 8.4
  46. 46Geometric MultiplicityGeometric Multiplicity
  47. 47Characteristic PolynomialCharacteristic Polynomial
  48. 48Definition 8.9Definition 8.9
  49. 49B-coordinatesB-coordinates
  50. 50Theorem 9.2Theorem 9.2
  51. 51Change of Basis matrixChange of Basis matrix
  52. 52Theorem 9.8Theorem 9.8
  53. 53Defining Matrix of F with respect to Basis BDefining Matrix of F with respect to Basis B
  54. 54Matrix similarity (geometric)Matrix similarity (geometric)
  55. 55Matrix Similarity (algebraic)Matrix Similarity (algebraic)
  56. 56Diagonal matrixDiagonal matrix
  57. 57DiagonalizableDiagonalizable
  58. 58EigendecompositionEigendecomposition
  59. 59Dot ProductDot Product
  60. 60NormNorm
  61. 61DistanceDistance
  62. 62AngleAngle
  63. 63Orthonormal basisOrthonormal basis
  64. 64Proposition 11.10Proposition 11.10
  65. 65Q orthogonalQ orthogonal
  66. 66Theorem 11.14Theorem 11.14
  67. 67Orthogonally DiagonalizableOrthogonally Diagonalizable
  68. 68Singular valuesSingular values

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Mathematics Fichas sobre Mat 223 midterm prep, creado por Marina Mondria munteis el 06/03/2025.
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