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Det ab det - PowerPoint PPT Presentation

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??? ???. 3.1 ?????? 3.2 ?????????? 3.3 ?????? 3.4 ????? 3.5 ?????? . Elementary Linear Algebra ????????

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Linear Algebra Chapter 2 : DETERMINANT Instructor Dr. Dang Van Vinh (6/2006)

Linear Algebra Chapter 2 : DETERMINANT Instructor Dr. Dang Van Vinh (6/2006)

Math Dept, Faculty of Applied Science, HCM University of Technology -------------------------------------------------------------------------------------. Linear Algebra Chapter 2 : DETERMINANT Instructor Dr. Dang Van Vinh (6/2006).

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659 views • 49 slides
Determinants and Areas

Determinants and Areas

Determinants and Areas. The intention here is to prove that application of a 2 x 2 matrix to regions of the plane multiplies the area by the absolute value of the determinant of the matrix. Begin with a unit square:. (0,1). (1,0). Transform this by a matrix. (0,1). (1,0).

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432 views • 32 slides
Determinants and Areas

Determinants and Areas

Determinants and Areas. The intention here is to prove that application of a 2 x 2 matrix to regions of the plane multiplies the area by the absolute value of the determinant of the matrix. Begin with a unit square:. (0,1). (1,0). Transform this by a matrix. (0,1). (1,0).

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329 views • 32 slides
Determinants: Row Operations and Properties

Determinants: Row Operations and Properties

Determinants: Row Operations and Properties. Mark Ginn Math 2240 Appalachian State University. Theorem: Let A and B be square matrices: 1. If B is obtained from A by interchanging 2 rows then det( A ) = -det( B )

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103 views • 8 slides
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????????. ???? ?? A ?? ???? f: X ?AX ????? n ???????? detA ? . g:Y ?BY. n ??? ? detB ? . gf: X?(BA)X, n ??? ? ??? det(BA) ? = (detB)(detA) ?. ????. B ?AB, det(AB)= a detB ?? 1. A ????? : A: ???? , a= -1=det A A: ??? l ? , a= l =det A A: ??? l ?????? , a=1=detA

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230 views • 3 slides

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